Updated documentation.
Robert Baron
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86f459735f
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f09c267305
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@ -14,7 +14,7 @@
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(version 6.1.2). It automatically loads at runtime the 32-bit or 64-bit GNU MP library that matches the current CPU
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architecture, thus allowing building Visual Studio Projects for Any CPU, x86, or x64.
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It is based on the GNU MP "fat" build which automatically detects the current CPU type, and selects any available
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assembly language code optimization for that CPU, thus providing optimal performance.
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assembly language code optimization for that CPU, thus providing best performance.
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</para>
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</introduction>
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@ -182,11 +182,11 @@
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<list class="nobullet">
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<listItem>
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<para>
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<userInput>cd /c/Temp/gmp-6.1.2</userInput><markup><br/></markup>
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<userInput>./configure --enable-fat --disable-static --enable-shared --prefix=/c/Temp/x86</userInput> or <userInput>x64</userInput><markup><br/></markup>
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<userInput>make</userInput><markup><br/></markup>
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<userInput>make check</userInput><markup><br/></markup>
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<userInput>make install</userInput><markup><br/></markup>
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<userInput>cd /c/Temp/gmp-6.1.2</userInput><markup><br/></markup>
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<userInput>./configure --enable-fat --disable-static --enable-shared --prefix=/c/Temp/x86</userInput> or <userInput>x64</userInput><markup><br/></markup>
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<userInput>make</userInput><markup><br/></markup>
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<userInput>make check</userInput><markup><br/></markup>
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<userInput>make install</userInput><markup><br/></markup>
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</para>
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</listItem>
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</list>
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@ -238,6 +238,730 @@
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</content>
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</section>
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<section>
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<title>Functions Categories</title>
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<content>
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<list class="bullet">
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<listItem>
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<para>
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<legacyBold>Global Variable and Constants:</legacyBold>
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</para>
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<list class="nobullet">
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<listItem>
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<para>
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<codeEntityReference autoUpgrade="true">P:Math.Gmp.Native.gmp_lib.gmp_errno</codeEntityReference> - Gets or sets the global GMP error number.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">F:Math.Gmp.Native.gmp_lib.gmp_version</codeEntityReference> - The GMP version number in the form “i.j.k”. This release is "6.1.2".<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">F:Math.Gmp.Native.gmp_lib.mp_bits_per_limb</codeEntityReference> - The number of bits per limb.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">F:Math.Gmp.Native.gmp_lib.mp_bytes_per_limb</codeEntityReference> - The number of bytes per limb.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">F:Math.Gmp.Native.gmp_lib.mp_uint_per_limb</codeEntityReference> - The number of 32-bit, unsigned integers per limb.<markup><br/></markup>
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</para>
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</listItem>
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</list>
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</listItem>
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<listItem>
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<para>
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<legacyBold>Integer Functions:</legacyBold>
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</para>
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<list class="bullet">
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<listItem>
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<para>
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Initializing Integers:
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</para>
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<para>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_init(Math.Gmp.Native.mpz_t)</codeEntityReference> - Initialize <legacyItalic>x</legacyItalic>, and set its value to <codeInline>0</codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_inits(Math.Gmp.Native.mpz_t[])</codeEntityReference> - Initialize a NULL-terminated list of <see cref="T:Math.Gmp.Native.mpz_t"/> variables, and set their values to <codeInline>0</codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_init2(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Initialize <legacyItalic>x</legacyItalic>, with space for <legacyItalic>n</legacyItalic>-bit numbers, and set its value to <codeInline>0</codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_clear(Math.Gmp.Native.mpz_t)</codeEntityReference> - Free the space occupied by <legacyItalic>x</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_clears(Math.Gmp.Native.mpz_t[])</codeEntityReference> - Free the space occupied by a NULL-terminated list of <see cref="T:Math.Gmp.Native.mpz_t"/> variables.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_realloc2(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Change the space allocated for <legacyItalic>x</legacyItalic> to <legacyItalic>n</legacyItalic> bits.<markup><br/></markup>
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</para>
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</listItem>
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<listItem>
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<para>
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Assigning Integers:
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</para>
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<para>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_set(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_set_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_set_si(Math.Gmp.Native.mpz_t,System.Int32)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_set_d(Math.Gmp.Native.mpz_t,System.Double)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_set_q(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_set_f(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_set_str(Math.Gmp.Native.mpz_t,Math.Gmp.Native.char_ptr,System.Int32)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>str</legacyItalic>, a null-terminated C string in base <legacyItalic>base</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_swap(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Swap the values <legacyItalic>rop1</legacyItalic> and <legacyItalic>rop2</legacyItalic> efficiently.<markup><br/></markup>
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</para>
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</listItem>
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<listItem>
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<para>
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Simultaneous Integer Init & Assign:
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</para>
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<para>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_init_set(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> with limb space and set the initial numeric value from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_init_set_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> with limb space and set the initial numeric value from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_init_set_si(Math.Gmp.Native.mpz_t,System.Int32)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> with limb space and set the initial numeric value from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_init_set_d(Math.Gmp.Native.mpz_t,System.Double)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> with limb space and set the initial numeric value from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_init_set_str(Math.Gmp.Native.mpz_t,Math.Gmp.Native.char_ptr,System.Int32)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> and set its value like <see cref="M:Math.Gmp.Native.gmp_lib.mpz_set_str(Math.Gmp.Native.mpz_t,Math.Gmp.Native.char_ptr,System.Int32)"/>.<markup><br/></markup>
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</para>
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</listItem>
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<listItem>
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<para>
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Converting Integers:
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</para>
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<para>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_get_ui(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return the value of <legacyItalic>op</legacyItalic> as an unsigned long.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_get_si(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return the value of <legacyItalic>op</legacyItalic> as an signed long.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_get_d(Math.Gmp.Native.mpz_t)</codeEntityReference> - Convert <legacyItalic>op</legacyItalic> to a double, truncating if necessary (i.e. rounding towards zero).<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_get_d_2exp(System.Int32@,Math.Gmp.Native.mpz_t)</codeEntityReference> - Convert <legacyItalic>op</legacyItalic> to a double, truncating if necessary (i.e. rounding towards zero), and returning the exponent separately.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_get_str(Math.Gmp.Native.char_ptr,System.Int32,Math.Gmp.Native.mpz_t)</codeEntityReference> - Convert <legacyItalic>op</legacyItalic> to a string of digits in base <legacyItalic>base</legacyItalic>.<markup><br/></markup>
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</para>
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</listItem>
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<listItem>
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<para>
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Integer Arithmetic:
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</para>
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<para>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_add(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> + <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_add_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> + <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_sub(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> - <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_sub_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> - <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_ui_sub(Math.Gmp.Native.mpz_t,System.UInt32,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> - <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_mul(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> * <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_mul_si(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.Int32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> * <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_mul_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> * <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_addmul(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>rop</legacyItalic> + <legacyItalic>op1</legacyItalic> * <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_addmul_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>rop</legacyItalic> + <legacyItalic>op1</legacyItalic> * <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_submul(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>rop</legacyItalic> - <legacyItalic>op1</legacyItalic> * <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_submul_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>rop</legacyItalic> - <legacyItalic>op1</legacyItalic> * <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_mul_2exp(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> * 2^<legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_neg(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline>-<legacyItalic>op</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_abs(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the absolute value of <legacyItalic>op</legacyItalic>.<markup><br/></markup>
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</para>
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</listItem>
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<listItem>
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<para>
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Integer Division:
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</para>
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<para>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cdiv_q(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>ceiling(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cdiv_r(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - q * <legacyItalic>d</legacyItalic></codeInline> where <codeInline>q = ceiling(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cdiv_qr(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>ceiling(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, and set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - <legacyItalic>q</legacyItalic> * <legacyItalic>d</legacyItalic></codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cdiv_q_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>ceiling(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, and return the remainder <codeInline>r = |<legacyItalic>n</legacyItalic> - <legacyItalic>q</legacyItalic> * <legacyItalic>d</legacyItalic>|</codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cdiv_r_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - q * <legacyItalic>d</legacyItalic></codeInline> where <codeInline>q = ceiling(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, and return <codeInline>|<legacyItalic>r</legacyItalic>|</codeInline>.<markup><br/></markup>
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<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cdiv_qr_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set quotient <legacyItalic>q</legacyItalic> to <codeInline>ceiling(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - <legacyItalic>q</legacyItalic> * <legacyItalic>d</legacyItalic></codeInline>, and return <codeInline>|<legacyItalic>r</legacyItalic>|</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cdiv_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Return the remainder <codeInline>|r|</codeInline> where <codeInline>r = <legacyItalic>n</legacyItalic> - q * <legacyItalic>d</legacyItalic></codeInline>, and where <codeInline>q = ceiling(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cdiv_q_2exp(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>ceiling(<legacyItalic>n</legacyItalic> / 2^<legacyItalic>b</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cdiv_r_2exp(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - q * 2^<legacyItalic>b</legacyItalic></codeInline> where <codeInline>q = ceiling(<legacyItalic>n</legacyItalic> / 2^<legacyItalic>b</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fdiv_q(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>floor(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fdiv_r(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - q * <legacyItalic>d</legacyItalic></codeInline> where <codeInline>q = floor(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fdiv_qr(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>floor(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, and set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - <legacyItalic>q</legacyItalic> * <legacyItalic>d</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fdiv_q_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>floor(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, and return the remainder <codeInline>r = |<legacyItalic>n</legacyItalic> - <legacyItalic>q</legacyItalic> * <legacyItalic>d</legacyItalic>|</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fdiv_r_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - q * <legacyItalic>d</legacyItalic></codeInline> where <codeInline>q = floor(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, and return <codeInline>|<legacyItalic>r</legacyItalic>|</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fdiv_qr_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set quotient <legacyItalic>q</legacyItalic> to <codeInline>floor(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - <legacyItalic>q</legacyItalic> * <legacyItalic>d</legacyItalic></codeInline>, and return <codeInline>|<legacyItalic>r</legacyItalic>|</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fdiv_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Return the remainder <codeInline>|r|</codeInline> where <codeInline>r = <legacyItalic>n</legacyItalic> - q * <legacyItalic>d</legacyItalic></codeInline>, and where <codeInline>q = floor(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fdiv_q_2exp(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>floor(<legacyItalic>n</legacyItalic> / 2^<legacyItalic>b</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fdiv_r_2exp(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - q * 2^<legacyItalic>b</legacyItalic></codeInline> where <codeInline>q = floor(<legacyItalic>n</legacyItalic> / 2^<legacyItalic>b</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tdiv_q(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>trunc(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tdiv_r(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - q * <legacyItalic>d</legacyItalic></codeInline> where <codeInline>q = trunc(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tdiv_qr(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>trunc(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, and set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - <legacyItalic>q</legacyItalic> * <legacyItalic>d</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tdiv_q_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>trunc(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, and return the remainder <codeInline>r = |<legacyItalic>n</legacyItalic> - <legacyItalic>q</legacyItalic> * <legacyItalic>d</legacyItalic>|</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tdiv_r_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - q * <legacyItalic>d</legacyItalic></codeInline> where <codeInline>q = trunc(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, and return <codeInline>|<legacyItalic>r</legacyItalic>|</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tdiv_qr_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set quotient <legacyItalic>q</legacyItalic> to <codeInline>trunc(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>, set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - <legacyItalic>q</legacyItalic> * <legacyItalic>d</legacyItalic></codeInline>, and return <codeInline>|<legacyItalic>r</legacyItalic>|</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tdiv_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Return the remainder <codeInline>|r|</codeInline> where <codeInline>r = <legacyItalic>n</legacyItalic> - q * <legacyItalic>d</legacyItalic></codeInline>, and where <codeInline>q = trunc(<legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tdiv_q_2exp(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set the quotient <legacyItalic>q</legacyItalic> to <codeInline>trunc(<legacyItalic>n</legacyItalic> / 2^<legacyItalic>b</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tdiv_r_2exp(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set the remainder <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> - q * 2^<legacyItalic>b</legacyItalic></codeInline> where <codeInline>q = trunc(<legacyItalic>n</legacyItalic> / 2^<legacyItalic>b</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_mod(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> mod <legacyItalic>d</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_mod_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>r</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> mod <legacyItalic>d</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_divexact(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>q</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic></codeInline> when it is known in advance that <legacyItalic>d</legacyItalic> divides <legacyItalic>n</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_divexact_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>q</legacyItalic> to <codeInline><legacyItalic>n</legacyItalic> / <legacyItalic>d</legacyItalic></codeInline> when it is known in advance that <legacyItalic>d</legacyItalic> divides <legacyItalic>n</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_divisible_p(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero if <legacyItalic>n</legacyItalic> is exactly divisible by <legacyItalic>d</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_divisible_ui_p(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Return non-zero if <legacyItalic>n</legacyItalic> is exactly divisible by <legacyItalic>d</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_divisible_2exp_p(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Return non-zero if <legacyItalic>n</legacyItalic> is exactly divisible by <codeInline>2^<legacyItalic>b</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_congruent_p(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero if <legacyItalic>n</legacyItalic> is congruent to <legacyItalic>c</legacyItalic> modulo <legacyItalic>d</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_congruent_ui_p(Math.Gmp.Native.mpz_t,System.UInt32,System.UInt32)</codeEntityReference> - Return non-zero if <legacyItalic>n</legacyItalic> is congruent to <legacyItalic>c</legacyItalic> modulo <legacyItalic>d</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_congruent_2exp_p(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Return non-zero if <legacyItalic>n</legacyItalic> is congruent to <legacyItalic>c</legacyItalic> modulo <codeInline>2^<legacyItalic>b</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Integer Exponentiation:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_powm(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline>(<legacyItalic>base</legacyItalic>^<legacyItalic>exp</legacyItalic>) modulo <legacyItalic>mod</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_powm_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline>(<legacyItalic>base</legacyItalic>^<legacyItalic>exp</legacyItalic>) modulo <legacyItalic>mod</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_powm_sec(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline>(<legacyItalic>base</legacyItalic>^<legacyItalic>exp</legacyItalic>) modulo <legacyItalic>mod</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_pow_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>base</legacyItalic>^<legacyItalic>exp</legacyItalic></codeInline>. The case <codeInline>0^0</codeInline> yields <codeInline>1</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_ui_pow_ui(Math.Gmp.Native.mpz_t,System.UInt32,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>base</legacyItalic>^<legacyItalic>exp</legacyItalic></codeInline>. The case <codeInline>0^0</codeInline> yields <codeInline>1</codeInline>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Integer Roots:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_root(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the truncated integer part of the <legacyItalic>n</legacyItalic>th root of <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_rootrem(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>root</legacyItalic> to the truncated integer part of the <legacyItalic>n</legacyItalic>th root of <legacyItalic>u</legacyItalic>. Set <legacyItalic>rem</legacyItalic> to the remainder, <codeInline><legacyItalic>u</legacyItalic> - <legacyItalic>root</legacyItalic>^<legacyItalic>n</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_sqrt(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the truncated integer part of the square root of <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_sqrtrem(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop1</legacyItalic> to the truncated integer part of the square root of <legacyItalic>op</legacyItalic>, like <see cref="M:Math.Gmp.Native.gmp_lib.mpz_sqrt(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)"/>. Set <legacyItalic>rop2</legacyItalic> to the remainder <codeInline><legacyItalic>op</legacyItalic> - <legacyItalic>rop1</legacyItalic> * <legacyItalic>rop1</legacyItalic></codeInline>, which will be zero if <legacyItalic>op</legacyItalic> is a perfect square.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_perfect_power_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero if <legacyItalic>op</legacyItalic> is a perfect power, i.e., if there exist integers <codeInline>a</codeInline> and <codeInline>b</codeInline>, with <codeInline>b > 1</codeInline>, such that <codeInline><legacyItalic>op</legacyItalic> = a^b</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_perfect_square_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero if <legacyItalic>op</legacyItalic> is a perfect square, i.e., if the square root of <legacyItalic>op</legacyItalic> is an integer.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Number Theoretic Functions:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_probab_prime_p(Math.Gmp.Native.mpz_t,System.Int32)</codeEntityReference> - Determine whether <legacyItalic>n</legacyItalic> is prime.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_nextprime(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the next prime greater than <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_gcd(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the greatest common divisor of <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_gcd_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Compute the greatest common divisor of <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>. If <legacyItalic>rop</legacyItalic> is not <codeInline>null</codeInline>, store the result there. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_gcdext(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>g</legacyItalic> to the greatest common divisor of <legacyItalic>a</legacyItalic> and <legacyItalic>b</legacyItalic>, and in addition set <legacyItalic>s</legacyItalic> and <legacyItalic>t</legacyItalic> to coefficients satisfying <codeInline><legacyItalic>a</legacyItalic> * <legacyItalic>s</legacyItalic> + <legacyItalic>b</legacyItalic> * <legacyItalic>t</legacyItalic> = <legacyItalic>g</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_lcm(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the least common multiple of <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_lcm_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the least common multiple of <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_invert(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Compute the inverse of <legacyItalic>op1</legacyItalic> modulo <legacyItalic>op2</legacyItalic> and put the result in <legacyItalic>rop</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_jacobi(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Calculate the Jacobi symbol <codeInline>(<legacyItalic>a</legacyItalic>/<legacyItalic>b</legacyItalic>)</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_legendre(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Calculate the Legendre symbol (<legacyItalic>a</legacyItalic>/<legacyItalic>p</legacyItalic>).<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_kronecker(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Calculate the Jacobi symbol <codeInline>(<legacyItalic>a</legacyItalic>/<legacyItalic>b</legacyItalic>)</codeInline> with the Kronecker extension <codeInline>(<legacyItalic>a</legacyItalic>/2) = (2/<legacyItalic>a</legacyItalic>)</codeInline> when <legacyItalic>a</legacyItalic> odd, or <codeInline>(<legacyItalic>a</legacyItalic>/2) = 0</codeInline> when <legacyItalic>a</legacyItalic> even. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_kronecker_si(Math.Gmp.Native.mpz_t,System.Int32)</codeEntityReference> - Calculate the Jacobi symbol <codeInline>(<legacyItalic>a</legacyItalic>/<legacyItalic>b</legacyItalic>)</codeInline> with the Kronecker extension <codeInline>(<legacyItalic>a</legacyItalic>/2) = (2/<legacyItalic>a</legacyItalic>)</codeInline> when <legacyItalic>a</legacyItalic> odd, or <codeInline>(<legacyItalic>a</legacyItalic>/2) = 0</codeInline> when <legacyItalic>a</legacyItalic> even. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_kronecker_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Calculate the Jacobi symbol <codeInline>(<legacyItalic>a</legacyItalic>/<legacyItalic>b</legacyItalic>)</codeInline> with the Kronecker extension <codeInline>(<legacyItalic>a</legacyItalic>/2) = (2/<legacyItalic>a</legacyItalic>)</codeInline> when <legacyItalic>a</legacyItalic> odd, or <codeInline>(<legacyItalic>a</legacyItalic>/2) = 0</codeInline> when <legacyItalic>a</legacyItalic> even. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_si_kronecker(System.Int32,Math.Gmp.Native.mpz_t)</codeEntityReference> - Calculate the Jacobi symbol <codeInline>(<legacyItalic>a</legacyItalic>/<legacyItalic>b</legacyItalic>)</codeInline> with the Kronecker extension <codeInline>(<legacyItalic>a</legacyItalic>/2) = (2/<legacyItalic>a</legacyItalic>)</codeInline> when <legacyItalic>a</legacyItalic> odd, or <codeInline>(<legacyItalic>a</legacyItalic>/2) = 0</codeInline> when <legacyItalic>a</legacyItalic> even. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_ui_kronecker(System.UInt32,Math.Gmp.Native.mpz_t)</codeEntityReference> - Calculate the Jacobi symbol <codeInline>(<legacyItalic>a</legacyItalic>/<legacyItalic>b</legacyItalic>)</codeInline> with the Kronecker extension <codeInline>(<legacyItalic>a</legacyItalic>/2) = (2/<legacyItalic>a</legacyItalic>)</codeInline> when <legacyItalic>a</legacyItalic> odd, or <codeInline>(<legacyItalic>a</legacyItalic>/2) = 0</codeInline> when <legacyItalic>a</legacyItalic> even. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_remove(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Remove all occurrences of the factor <legacyItalic>f</legacyItalic> from <legacyItalic>op</legacyItalic> and store the result in <legacyItalic>rop</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fac_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the factorial <codeInline><legacyItalic>n</legacyItalic>!</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_2fac_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the double-factorial <codeInline><legacyItalic>n</legacyItalic>!!</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_mfac_uiui(Math.Gmp.Native.mpz_t,System.UInt32,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the m-multi-factorial <codeInline><legacyItalic>n</legacyItalic>!^(<legacyItalic>m</legacyItalic>)</codeInline>n.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_primorial_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the primorial of <legacyItalic>n</legacyItalic>, i.e. the product of all positive prime numbers <codeInline>≤ <legacyItalic>n</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_bin_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Compute the binomial coefficient <legacyItalic>n</legacyItalic> over <legacyItalic>k</legacyItalic> and store the result in <legacyItalic>rop</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_bin_uiui(Math.Gmp.Native.mpz_t,System.UInt32,System.UInt32)</codeEntityReference> - Compute the binomial coefficient <legacyItalic>n</legacyItalic> over <legacyItalic>k</legacyItalic> and store the result in <legacyItalic>rop</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fib_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Sets <legacyItalic>fn</legacyItalic> to to <codeInline>F[<legacyItalic>n</legacyItalic>]</codeInline>, the <legacyItalic>n</legacyItalic>’th Fibonacci number. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fib2_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Sets <legacyItalic>fn</legacyItalic> to <codeInline>F[<legacyItalic>n</legacyItalic>]</codeInline>, and <legacyItalic>fnsub1</legacyItalic> to <codeInline>F[<legacyItalic>n</legacyItalic> - 1]</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_lucnum_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Sets <legacyItalic>ln</legacyItalic> to to <codeInline>L[<legacyItalic>n</legacyItalic>]</codeInline>, the <legacyItalic>n</legacyItalic>’th Lucas number. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_lucnum2_ui(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Sets <legacyItalic>ln</legacyItalic> to <codeInline>L[<legacyItalic>n</legacyItalic>]</codeInline>, and <legacyItalic>lnsub1</legacyItalic> to <codeInline>L[<legacyItalic>n</legacyItalic> - 1]</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_millerrabin(Math.Gmp.Native.mpz_t,System.Int32)</codeEntityReference> - An implementation of the probabilistic primality test found in Knuth's Seminumerical Algorithms book.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Integer Comparisons:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cmp(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cmp_d(Math.Gmp.Native.mpz_t,System.Double)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cmp_si(Math.Gmp.Native.mpz_t,System.Int32)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cmp_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cmpabs(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Compare the absolute values of <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cmpabs_d(Math.Gmp.Native.mpz_t,System.Double)</codeEntityReference> - Compare the absolute values of <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_cmpabs_ui(Math.Gmp.Native.mpz_t,System.UInt32)</codeEntityReference> - Compare the absolute values of <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_sgn(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return <codeInline>+1</codeInline> if <codeInline><legacyItalic>op</legacyItalic> > 0</codeInline>, <codeInline>0</codeInline> if <codeInline><legacyItalic>op</legacyItalic> = 0</codeInline>, and <codeInline>-1</codeInline> if <codeInline><legacyItalic>op</legacyItalic> < 0</codeInline>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Integer Logic and Bit Fiddling:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_and(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <legacyItalic>op1</legacyItalic> bitwise-and <legacyItalic>op2</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_ior(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <legacyItalic>op1</legacyItalic> bitwise inclusive-or <legacyItalic>op2</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_xor(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <legacyItalic>op1</legacyItalic> bitwise exclusive-or <legacyItalic>op2</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_com(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the one’s complement of <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_popcount(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return the population count of <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_hamdist(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Return the hamming distance between the two operands.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_scan0(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Scan <legacyItalic>op</legacyItalic> for <codeInline>0</codeInline> bit.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_scan1(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Scan <legacyItalic>op</legacyItalic> for <codeInline>1</codeInline> bit.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_setbit(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set bit <legacyItalic>bit_index</legacyItalic> in <legacyItalic>rop</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_clrbit(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Clear bit <legacyItalic>bit_index</legacyItalic> in <legacyItalic>rop</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_combit(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Complement bit <legacyItalic>bit_index</legacyItalic> in <legacyItalic>rop</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_tstbit(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Test bit <legacyItalic>bit_index</legacyItalic> in <legacyItalic>op</legacyItalic> and return <codeInline>0</codeInline> or <codeInline>1</codeInline> accordingly. <markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
I/O of Integers:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_out_str(Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.Int32,Math.Gmp.Native.mpz_t)</codeEntityReference> - Output <legacyItalic>op</legacyItalic> on stdio stream <legacyItalic>stream</legacyItalic>, as a string of digits in base <legacyItalic>base</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_inp_str(Math.Gmp.Native.mpz_t,Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.Int32)</codeEntityReference> - Input a possibly white-space preceded string in base <legacyItalic>base</legacyItalic> from stdio stream <legacyItalic>stream</legacyItalic>, and put the read integer in <legacyItalic>rop</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_out_raw(Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},Math.Gmp.Native.mpz_t)</codeEntityReference> - Output <legacyItalic>op</legacyItalic> on stdio stream <legacyItalic>stream</legacyItalic>, in raw binary format.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_inp_raw(Math.Gmp.Native.mpz_t,Math.Gmp.Native.ptr{Math.Gmp.Native.FILE})</codeEntityReference> - Input from stdio stream <legacyItalic>stream</legacyItalic> in the format written by <see cref="M:Math.Gmp.Native.gmp_lib.mpz_out_raw(Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},Math.Gmp.Native.mpz_t)"/>, and put the result in <legacyItalic>rop</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Integer Random Numbers:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_urandomb(Math.Gmp.Native.mpz_t,Math.Gmp.Native.gmp_randstate_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Generate a uniformly distributed random integer in the range <codeInline>0</codeInline> to <codeInline>2^<legacyItalic>n</legacyItalic> - 1</codeInline>, inclusive.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_urandomm(Math.Gmp.Native.mpz_t,Math.Gmp.Native.gmp_randstate_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Generate a uniform random integer in the range <codeInline>0</codeInline> to <codeInline><legacyItalic>n</legacyItalic> - 1</codeInline>, inclusive.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_rrandomb(Math.Gmp.Native.mpz_t,Math.Gmp.Native.gmp_randstate_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Generate a random integer with long strings of zeros and ones in the binary representation.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_random(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Generate a random integer of at most <legacyItalic>max_size</legacyItalic> limbs.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_random2(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Generate a random integer of at most <legacyItalic>max_size</legacyItalic> limbs, with long strings of zeros and ones in the binary representation.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Integer Import and Export:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_import(Math.Gmp.Native.mpz_t,Math.Gmp.Native.size_t,System.Int32,Math.Gmp.Native.size_t,System.Int32,Math.Gmp.Native.size_t,Math.Gmp.Native.void_ptr)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> from an array of word data at <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_export(Math.Gmp.Native.void_ptr,Math.Gmp.Native.size_t@,System.Int32,Math.Gmp.Native.size_t,System.Int32,Math.Gmp.Native.size_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Fill <legacyItalic>rop</legacyItalic> with word data from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Miscellaneous Integer Functions:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fits_sint_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero iff the value of <legacyItalic>op</legacyItalic> fits in a signed 32-bit integer. Otherwise, return zero.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fits_slong_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero iff the value of <legacyItalic>op</legacyItalic> fits in a signed 32-bit integer. Otherwise, return zero.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fits_sshort_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero iff the value of <legacyItalic>op</legacyItalic> fits in a signed 16-bit integer. Otherwise, return zero.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fits_uint_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero iff the value of <legacyItalic>op</legacyItalic> fits in an unsigned 32-bit integer. Otherwise, return zero.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fits_ulong_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero iff the value of <legacyItalic>op</legacyItalic> fits in an unsigned 32-bit integer. Otherwise, return zero.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_fits_ushort_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return non-zero iff the value of <legacyItalic>op</legacyItalic> fits in an unsigned 16-bit integer. Otherwise, return zero.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_sizeinbase(Math.Gmp.Native.mpz_t,System.Int32)</codeEntityReference> - Return the size of <legacyItalic>op</legacyItalic> measured in number of digits in the given <legacyItalic>base</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_even_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Determine whether <legacyItalic>op</legacyItalic> is even.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_odd_p(Math.Gmp.Native.mpz_t)</codeEntityReference> - Determine whether <legacyItalic>op</legacyItalic> is odd.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Integer Special Functions:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib._mpz_realloc(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Change the space for <legacyItalic>integer</legacyItalic> to <legacyItalic>new_alloc</legacyItalic> limbs.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_getlimbn(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return limb number <legacyItalic>n</legacyItalic> from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_size(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return the size of <legacyItalic>op</legacyItalic> measured in number of limbs.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_limbs_read(Math.Gmp.Native.mpz_t)</codeEntityReference> - Return a pointer to the limb array representing the absolute value of <legacyItalic>x</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_limbs_write(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return a pointer to the limb array of <legacyItalic>x</legacyItalic>, intended for write access.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_limbs_modify(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return a pointer to the limb array of <legacyItalic>x</legacyItalic>, intended for write access.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_limbs_finish(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Updates the internal size field of <legacyItalic>x</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpz_roinit_n(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Special initialization of <legacyItalic>x</legacyItalic>, using the given limb array and size.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
</list>
|
||||
</listItem>
|
||||
|
||||
<listItem>
|
||||
<para>
|
||||
<legacyBold>Rational Number Functions:</legacyBold>
|
||||
</para>
|
||||
<list class="bullet">
|
||||
<listItem>
|
||||
<para>
|
||||
Initializing Rationals:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_canonicalize(Math.Gmp.Native.mpq_t)</codeEntityReference> - Remove any factors that are common to the numerator and denominator of <legacyItalic>op</legacyItalic>, and make the denominator positive.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_init(Math.Gmp.Native.mpq_t)</codeEntityReference> - Initialize <legacyItalic>x</legacyItalic> and set it to <codeInline>0/1</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_inits(Math.Gmp.Native.mpq_t[])</codeEntityReference> - Initialize a NULL-terminated list of <see cref="T:Math.Gmp.Native.mpq_t"/> variables, and set their values to <codeInline>0/1</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_clear(Math.Gmp.Native.mpq_t)</codeEntityReference> - Free the space occupied by <legacyItalic>x</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_clears(Math.Gmp.Native.mpq_t[])</codeEntityReference> - Free the space occupied by a NULL-terminated list of <see cref="T:Math.Gmp.Native.mpq_t"/> variables. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_set(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Assign <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_set_z(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Assign <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_set_ui(Math.Gmp.Native.mpq_t,System.UInt32,System.UInt32)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> / <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_set_si(Math.Gmp.Native.mpq_t,System.Int32,System.UInt32)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> / <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_set_str(Math.Gmp.Native.mpq_t,Math.Gmp.Native.char_ptr,System.Int32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> from a null-terminated string <legacyItalic>str</legacyItalic> in the given <legacyItalic>base</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_swap(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Swap the values <legacyItalic>rop1</legacyItalic> and <legacyItalic>rop2</legacyItalic> efficiently. <markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Rational Conversions:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_get_d(Math.Gmp.Native.mpq_t)</codeEntityReference> - Convert <legacyItalic>op</legacyItalic> to a <see cref="T:System.Double"/>, truncating if necessary (i.e. rounding towards zero). <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_set_d(Math.Gmp.Native.mpq_t,System.Double)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the value of <legacyItalic>op</legacyItalic>. There is no rounding, this conversion is exact. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_set_f(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the value of <legacyItalic>op</legacyItalic>. There is no rounding, this conversion is exact. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_get_str(Math.Gmp.Native.char_ptr,System.Int32,Math.Gmp.Native.mpq_t)</codeEntityReference> - Convert <legacyItalic>op</legacyItalic> to a string of digits in base <legacyItalic>base</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Rational Arithmetic:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_add(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set <legacyItalic>sum</legacyItalic> to <codeInline><legacyItalic>addend1</legacyItalic> + <legacyItalic>addend2</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_sub(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set <legacyItalic>difference</legacyItalic> to <codeInline><legacyItalic>minuend</legacyItalic> - <legacyItalic>subtrahend</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_mul(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set <legacyItalic>product</legacyItalic> to <codeInline><legacyItalic>multiplier</legacyItalic> * <legacyItalic>multiplicand</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_mul_2exp(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> * 2*<legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_div(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set <legacyItalic>quotient</legacyItalic> to <codeInline><legacyItalic>dividend</legacyItalic> / <legacyItalic>divisor</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_div_2exp(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> / 2^<legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_neg(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set <legacyItalic>negated_operand</legacyItalic> to <codeInline>-<legacyItalic>operand</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_abs(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the absolute value of <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_inv(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set <legacyItalic>inverted_number</legacyItalic> to <codeInline>1 / <legacyItalic>number</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Comparing Rationals:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_cmp(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_cmp_z(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_cmp_ui(Math.Gmp.Native.mpq_t,System.UInt32,System.UInt32)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <codeInline><legacyItalic>num2</legacyItalic> / <legacyItalic>den2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_cmp_si(Math.Gmp.Native.mpq_t,System.Int32,System.UInt32)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <codeInline><legacyItalic>num2</legacyItalic> / <legacyItalic>den2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_sgn(Math.Gmp.Native.mpq_t)</codeEntityReference> - Return <codeInline>+1</codeInline> if <codeInline><legacyItalic>op</legacyItalic> > 0</codeInline>, <codeInline>0</codeInline> if <codeInline><legacyItalic>op</legacyItalic> = 0</codeInline>, and <codeInline>-1</codeInline> if <codeInline><legacyItalic>op</legacyItalic> < 0</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_equal(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Return non-zero if <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic> are equal, zero if they are non-equal. <markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Applying Integer Functions:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_numref(Math.Gmp.Native.mpq_t)</codeEntityReference> - Return a reference to the numerator <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_denref(Math.Gmp.Native.mpq_t)</codeEntityReference> - Return a reference to the denominator <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_get_num(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set <legacyItalic>numerator</legacyItalic> to the numerator of <legacyItalic>rational</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_get_den(Math.Gmp.Native.mpz_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set <legacyItalic>denominator</legacyItalic> to the denominator of <legacyItalic>rational</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_set_num(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the numerator of <legacyItalic>rational</legacyItalic> to <legacyItalic>numerator</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_set_den(Math.Gmp.Native.mpq_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the denominator of <legacyItalic>rational</legacyItalic> to <legacyItalic>denominator</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
I/O of Rationals:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_out_str(Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.Int32,Math.Gmp.Native.mpq_t)</codeEntityReference> - Output <legacyItalic>op</legacyItalic> on stdio stream <legacyItalic>stream</legacyItalic>, as a string of digits in base <legacyItalic>base</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpq_inp_str(Math.Gmp.Native.mpq_t,Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.Int32)</codeEntityReference> - Read a string of digits from <legacyItalic>stream</legacyItalic> and convert them to a rational in <legacyItalic>rop</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
</list>
|
||||
</listItem>
|
||||
|
||||
<listItem>
|
||||
<para>
|
||||
<legacyBold>Floating-point Functions:</legacyBold>
|
||||
</para>
|
||||
<list class="bullet">
|
||||
<listItem>
|
||||
<para>
|
||||
Initializing Floats:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set_default_prec(Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set the default precision to be at least <legacyItalic>prec</legacyItalic> bits.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_get_default_prec</codeEntityReference> - Return the default precision actually used. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_init(Math.Gmp.Native.mpf_t)</codeEntityReference> - Initialize <legacyItalic>x</legacyItalic> to <codeInline>0</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_init2(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Initialize <legacyItalic>x</legacyItalic> to <codeInline>0</codeInline> and set its precision to be at least <legacyItalic>prec</legacyItalic> bits.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_inits(Math.Gmp.Native.mpf_t[])</codeEntityReference> - Initialize a NULL-terminated list of <see cref="T:Math.Gmp.Native.mpf_t"/> variables, and set their values to <codeInline>0</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_clear(Math.Gmp.Native.mpf_t)</codeEntityReference> - Free the space occupied by <legacyItalic>x</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_clears(Math.Gmp.Native.mpf_t[])</codeEntityReference> - Free the space occupied by a NULL-terminated list of <see cref="T:Math.Gmp.Native.mpf_t"/> variables. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_get_prec(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return the current precision of <legacyItalic>op</legacyItalic>, in bits. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set_prec(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set the precision of <legacyItalic>rop</legacyItalic> to be at least <legacyItalic>prec</legacyItalic> bits.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set_prec_raw(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set the precision of <legacyItalic>rop</legacyItalic> to be at least <legacyItalic>prec</legacyItalic> bits, without changing the memory allocated. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_size(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return the number of limbs currently in use.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Assigning Floats:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set_ui(Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set_si(Math.Gmp.Native.mpf_t,System.Int32)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set_d(Math.Gmp.Native.mpf_t,System.Double)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set_z(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set_q(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpq_t)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from <legacyItalic>op</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_set_str(Math.Gmp.Native.mpf_t,Math.Gmp.Native.char_ptr,System.Int32)</codeEntityReference> - Set the value of <legacyItalic>rop</legacyItalic> from the string in <legacyItalic>str</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_swap(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Swap <legacyItalic>rop1</legacyItalic> and <legacyItalic>rop2</legacyItalic> efficiently. <markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Simultaneous Float Init & Assign:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_init_set(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> and set its value from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_init_set_ui(Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> and set its value from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_init_set_si(Math.Gmp.Native.mpf_t,System.Int32)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> and set its value from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_init_set_d(Math.Gmp.Native.mpf_t,System.Double)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> and set its value from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_init_set_str(Math.Gmp.Native.mpf_t,Math.Gmp.Native.char_ptr,System.Int32)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> and set its value from the string in <legacyItalic>str</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Converting Floats:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_get_d(Math.Gmp.Native.mpf_t)</codeEntityReference> - Convert <legacyItalic>op</legacyItalic> to a <see cref="T:System.Double"/>, truncating if necessary (i.e. rounding towards zero). <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_get_d_2exp(Math.Gmp.Native.ptr{System.Int32},Math.Gmp.Native.mpf_t)</codeEntityReference> - Convert op to a double, truncating if necessary (i.e. rounding towards zero), and with an exponent returned separately. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_get_si(Math.Gmp.Native.mpf_t)</codeEntityReference> - Convert <legacyItalic>op</legacyItalic> to a 32-bit integer, truncating any fraction part.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_get_ui(Math.Gmp.Native.mpf_t)</codeEntityReference> - Convert <legacyItalic>op</legacyItalic> to an unsigned 32-bit integer, truncating any fraction part.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_get_str(Math.Gmp.Native.char_ptr,Math.Gmp.Native.ptr{Math.Gmp.Native.mp_exp_t},System.Int32,Math.Gmp.Native.size_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Convert <legacyItalic>op</legacyItalic> to a string of digits in base <legacyItalic>base</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Float Arithmetic:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_add(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> + <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_add_ui(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> + <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_sub(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> - <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_ui_sub(Math.Gmp.Native.mpf_t,System.UInt32,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> - <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_sub_ui(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> - <legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_mul(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> * <legacyItalic>op2</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_mul_ui(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> * <legacyItalic>op2</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_div(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> / <legacyItalic>op2</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_ui_div(Math.Gmp.Native.mpf_t,System.UInt32,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> / <legacyItalic>op2</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_div_ui(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> / <legacyItalic>op2</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_sqrt(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the square root of <legacyItalic>op</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_sqrt_ui(Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to the square root of <legacyItalic>op</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_pow_ui(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic>^<legacyItalic>op2</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_neg(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline>-<legacyItalic>op</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_abs(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline>|<legacyItalic>op</legacyItalic>|</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_mul_2exp(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> * 2^<legacyItalic>op2</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_div_2exp(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <codeInline><legacyItalic>op1</legacyItalic> / 2^<legacyItalic>op2</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Float Comparison:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_cmp(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_cmp_z(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_cmp_d(Math.Gmp.Native.mpf_t,System.Double)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_cmp_ui(Math.Gmp.Native.mpf_t,System.UInt32)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_cmp_si(Math.Gmp.Native.mpf_t,System.Int32)</codeEntityReference> - Compare <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_reldiff(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Compute the relative difference between <legacyItalic>op1</legacyItalic> and <legacyItalic>op2</legacyItalic> and store the result in <legacyItalic>rop</legacyItalic>. This is <codeInline>|<legacyItalic>op1</legacyItalic> - <legacyItalic>op2</legacyItalic>| / <legacyItalic>op1</legacyItalic></codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_sgn(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return <codeInline>+1</codeInline> if <codeInline>op > 0</codeInline>, <codeInline>0</codeInline> if <codeInline>op = 0</codeInline>, and <codeInline>-1</codeInline> if <codeInline>op < 0</codeInline>. <markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
I/O of Floats:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_out_str(Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.Int32,Math.Gmp.Native.size_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Print <legacyItalic>op</legacyItalic> to <legacyItalic>stream</legacyItalic>, as a string of digits.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_inp_str(Math.Gmp.Native.mpf_t,Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.Int32)</codeEntityReference> - Read a string in base <legacyItalic>base</legacyItalic> from <legacyItalic>stream</legacyItalic>, and put the read float in <legacyItalic>rop</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Miscellaneous Float Functions:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_ceil(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <legacyItalic>op</legacyItalic> rounded to the next higher integer. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_floor(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <legacyItalic>op</legacyItalic> rounded to the next lower integer.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_trunc(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mpf_t)</codeEntityReference> - Set <legacyItalic>rop</legacyItalic> to <legacyItalic>op</legacyItalic> rounded to the integer towards zero. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_integer_p(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return non-zero if <legacyItalic>op</legacyItalic> is an integer.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_fits_ulong_p(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return non-zero if <legacyItalic>op</legacyItalic> fits in an unsigned 32-bit integer, when truncated to an integer. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_fits_slong_p(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return non-zero if <legacyItalic>op</legacyItalic> fits in a 32-bit integer, when truncated to an integer. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_fits_uint_p(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return non-zero if <legacyItalic>op</legacyItalic> fits in an unsigned 32-bit integer, when truncated to an integer. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_fits_sint_p(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return non-zero if <legacyItalic>op</legacyItalic> fits in a 32-bit integer, when truncated to an integer. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_fits_sshort_p(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return non-zero if <legacyItalic>op</legacyItalic> fits in a 16-bit integer, when truncated to an integer. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_fits_ushort_p(Math.Gmp.Native.mpf_t)</codeEntityReference> - Return non-zero if <legacyItalic>op</legacyItalic> fits in an unsigned 16-bit integer, when truncated to an integer. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_urandomb(Math.Gmp.Native.mpf_t,Math.Gmp.Native.gmp_randstate_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Generate a uniformly distributed random float in <legacyItalic>rop</legacyItalic>, such that <codeInline>0 ≤ rop < 1</codeInline>, with <legacyItalic>nbits</legacyItalic> significant bits in the mantissa or less if the precision of <legacyItalic>rop</legacyItalic> is smaller.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpf_random2(Math.Gmp.Native.mpf_t,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_exp_t)</codeEntityReference> - Generate a random float of at most <legacyItalic>max_size</legacyItalic> limbs, with long strings of zeros and ones in the binary representation.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
</list>
|
||||
</listItem>
|
||||
|
||||
<listItem>
|
||||
<para>
|
||||
<legacyBold>Low-level Functions:</legacyBold>
|
||||
</para>
|
||||
<list class="bullet">
|
||||
<listItem>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_add_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Add {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the <legacyItalic>n</legacyItalic> least significant limbs of the result to <legacyItalic>rp</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_add_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Add {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and <legacyItalic>s2limb</legacyItalic>, and write the <legacyItalic>n</legacyItalic> least significant limbs of the result to <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_add(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Add {<legacyItalic>s1p</legacyItalic>, <legacyItalic>s1n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>s2n</legacyItalic>}, and write the <legacyItalic>s1n</legacyItalic> least significant limbs of the result to <legacyItalic>rp</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sub_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Subtract {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>} from {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the <legacyItalic>n</legacyItalic> least significant limbs of the result to <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sub_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Subtract <legacyItalic>s2limb</legacyItalic> from {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the <legacyItalic>n</legacyItalic> least significant limbs of the result to <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sub(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Subtract {<legacyItalic>s2p</legacyItalic>, <legacyItalic>s2n</legacyItalic>} from {<legacyItalic>s1p</legacyItalic>, <legacyItalic>s1n</legacyItalic>}, and write the <legacyItalic>s1n</legacyItalic> least significant limbs of the result to <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_neg(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the negation of {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_mul_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Multiply {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the <codeInline>(2 * <legacyItalic>n</legacyItalic>)</codeInline>-limb result to <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_mul(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Multiply {<legacyItalic>s1p</legacyItalic>, <legacyItalic>s1n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>s2n</legacyItalic>}, and write the <codeInline>(<legacyItalic>s1n</legacyItalic> + <legacyItalic>s2n</legacyItalic>)</codeInline>-limb result to <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sqr(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Compute the square of {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and write the <codeInline>(2 * <legacyItalic>n</legacyItalic>)</codeInline>-limb result to <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_mul_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Multiply {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} by <legacyItalic>s2limb</legacyItalic>, and write the <legacyItalic>n</legacyItalic> least significant limbs of the product to <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_addmul_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Multiply {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and <legacyItalic>s2limb</legacyItalic>, and add the <legacyItalic>n</legacyItalic> least significant limbs of the product to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>} and write the result to <legacyItalic>rp</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_submul_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Multiply {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and <legacyItalic>s2limb</legacyItalic>, and subtract the <legacyItalic>n</legacyItalic> least significant limbs of the product from {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>} and write the result to <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_tdiv_qr(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Divide {<legacyItalic>np</legacyItalic>, <legacyItalic>nn</legacyItalic>} by {<legacyItalic>dp</legacyItalic>, <legacyItalic>dn</legacyItalic>} and put the quotient at {<legacyItalic>qp</legacyItalic>, <codeInline><legacyItalic>nn</legacyItalic> - <legacyItalic>dn</legacyItalic> + 1</codeInline>} and the remainder at {<legacyItalic>rp</legacyItalic>, <legacyItalic>dn</legacyItalic>}.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_divrem_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Divide {<legacyItalic>s2p</legacyItalic>, <legacyItalic>s2n</legacyItalic>} by <legacyItalic>s3limb</legacyItalic>, and write the quotient at <legacyItalic>r1p</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_divmod_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Divide {<legacyItalic>s2p</legacyItalic>, <legacyItalic>s2n</legacyItalic>} by <legacyItalic>s3limb</legacyItalic>, and write the quotient at <legacyItalic>r1p</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_divexact_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Divide {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>} by <legacyItalic>d</legacyItalic>, expecting it to divide exactly, and writing the result to {r<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_divexact_by3(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Divide {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>} by <codeInline>3</codeInline>, expecting it to divide exactly, and writing the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_divexact_by3c(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Divide {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>} by <codeInline>3</codeInline>, expecting it to divide exactly, and writing the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_mod_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Divide {<legacyItalic>s1p</legacyItalic>, <legacyItalic>s1n</legacyItalic>} by <legacyItalic>s2limb</legacyItalic>, and return the remainder. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_lshift(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,System.UInt32)</codeEntityReference> - Shift {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>} left by <legacyItalic>count</legacyItalic> bits, and write the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_rshift(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,System.UInt32)</codeEntityReference> - Shift {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>} right by <legacyItalic>count</legacyItalic> bits, and write the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_cmp(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Compare {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_zero_p(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Test {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>} and return <codeInline>1</codeInline> if the operand is zero, <codeInline>0</codeInline> otherwise.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_gcd(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Set {<legacyItalic>rp</legacyItalic>, retval} to the greatest common divisor of {<legacyItalic>xp</legacyItalic>, <legacyItalic>xn</legacyItalic>} and {<legacyItalic>yp</legacyItalic>, <legacyItalic>yn</legacyItalic>}.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_gcd_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t)</codeEntityReference> - Return the greatest common divisor of {<legacyItalic>xp</legacyItalic>, <legacyItalic>xn</legacyItalic>} and <legacyItalic>ylimb</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_gcdext(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.ptr{Math.Gmp.Native.mp_size_t},Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Compute the greatest common divisor <codeInline>G</codeInline> of <codeInline>U</codeInline> and <codeInline>V</codeInline>. Compute a cofactor <codeInline>S</codeInline> such that <codeInline>G = US + VT</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sqrtrem(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Compute the square root of {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>} and put the result at {<legacyItalic>r1p</legacyItalic>, <codeInline>ceil(<legacyItalic>n</legacyItalic> / 2)</codeInline>} and the remainder at {<legacyItalic>r2p</legacyItalic>, retval}.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sizeinbase(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,System.Int32)</codeEntityReference> - Return the size of {<legacyItalic>xp</legacyItalic>, <legacyItalic>n</legacyItalic>} measured in number of digits in the given <legacyItalic>base</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_get_str(Math.Gmp.Native.char_ptr,System.Int32,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Convert {<legacyItalic>s1p</legacyItalic>, <legacyItalic>s1n</legacyItalic>} to a raw unsigned char array at <legacyItalic>str</legacyItalic> in base <legacyItalic>base</legacyItalic>, and return the number of characters produced.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_set_str(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.char_ptr,Math.Gmp.Native.size_t,System.Int32)</codeEntityReference> - Convert bytes {<legacyItalic>str</legacyItalic>, <legacyItalic>strsize</legacyItalic>} in the given <legacyItalic>base</legacyItalic> to limbs at <legacyItalic>rp</legacyItalic>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_scan0(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Scan <legacyItalic>s1p</legacyItalic> from bit position <legacyItalic>bit</legacyItalic> for the next clear bit.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_scan1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Scan <legacyItalic>s1p</legacyItalic> from bit position <legacyItalic>bit</legacyItalic> for the next set bit.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_random(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Generate a random number of length <legacyItalic>r1n</legacyItalic> and store it at <legacyItalic>r1p</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_random2(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Generate a random number of length <legacyItalic>r1n</legacyItalic> and store it at <legacyItalic>r1p</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_popcount(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Count the number of set bits in {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_hamdist(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Compute the hamming distance between {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, which is the number of bit positions where the two operands have different bit values. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_perfect_square_p(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return non-zero iff {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} is a perfect square.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_perfect_power_p(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return non-zero iff {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>} is a perfect power.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_and_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the bitwise logical and of {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_ior_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the bitwise logical inclusive or of {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_xor_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the bitwise logical exclusive or of {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_andn_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the bitwise logical and of {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and the bitwise complement of {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_iorn_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the bitwise logical inclusive or of {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and the bitwise complement of {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_nand_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the bitwise logical and of {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the bitwise complement of the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_nior_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the bitwise logical inclusive or of {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the bitwise complement of the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_xnor_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the bitwise logical exclusive or of {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>s2p</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the bitwise complement of the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_com(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Perform the bitwise complement of {<legacyItalic>sp</legacyItalic>, <legacyItalic>n</legacyItalic>}, and write the result to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_copyi(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Copy from {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}, increasingly. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_copyd(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Copy from {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} to {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}, decreasingly. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_zero(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Zero {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Low-level functions for cryptography:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_cnd_add_n(Math.Gmp.Native.mp_limb_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - If <legacyItalic>cnd</legacyItalic> is non-zero, it produces the same result as a regular <see cref="M:Math.Gmp.Native.gmp_lib.mpn_add_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)"/>, and if <legacyItalic>cnd</legacyItalic> is zero, it copies {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} to the result area and returns zero.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_cnd_sub_n(Math.Gmp.Native.mp_limb_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - If <legacyItalic>cnd</legacyItalic> is non-zero, it produces the same result as a regular <see cref="M:Math.Gmp.Native.gmp_lib.mpn_sub_n(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)"/>, and if <legacyItalic>cnd</legacyItalic> is zero, it copies {<legacyItalic>s1p</legacyItalic>, <legacyItalic>n</legacyItalic>} to the result area and returns zero.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_add_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t,Math.Gmp.Native.mp_ptr)</codeEntityReference> - Set <codeInline>R</codeInline> to <codeInline>A + b</codeInline>, where <codeInline>R = {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}</codeInline>, <codeInline>A = {<legacyItalic>ap</legacyItalic>, <legacyItalic>n</legacyItalic>}</codeInline>, and <legacyItalic>b</legacyItalic> is a single limb.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_add_1_itch(Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return the scratch space in number of limbs required by the function <see cref="M:Math.Gmp.Native.gmp_lib.mpn_sec_add_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t,Math.Gmp.Native.mp_ptr)"/>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_sub_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t,Math.Gmp.Native.mp_ptr)</codeEntityReference> - Set <codeInline>R</codeInline> to <codeInline>A - b</codeInline>, where <codeInline>R = {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}</codeInline>, <codeInline>A = {<legacyItalic>ap</legacyItalic>, <legacyItalic>n</legacyItalic>}</codeInline>, and <legacyItalic>b</legacyItalic> is a single limb.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_sub_1_itch(Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return the scratch space in number of limbs required by the function <see cref="M:Math.Gmp.Native.gmp_lib.mpn_sec_sub_1(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_limb_t,Math.Gmp.Native.mp_ptr)"/>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_cnd_swap(Math.Gmp.Native.mp_limb_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t)</codeEntityReference> - If <legacyItalic>cnd</legacyItalic> is non-zero, swaps the contents of the areas {<legacyItalic>ap</legacyItalic>, <legacyItalic>n</legacyItalic>} and {<legacyItalic>bp</legacyItalic>, <legacyItalic>n</legacyItalic>}. Otherwise, the areas are left unmodified.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_mul(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)</codeEntityReference> - Set <codeInline>R</codeInline> to <codeInline>A * B</codeInline>, where <codeInline>A = {<legacyItalic>ap</legacyItalic>, <legacyItalic>an</legacyItalic>}</codeInline>, <codeInline>B = {<legacyItalic>bp</legacyItalic>, <legacyItalic>bn</legacyItalic>}</codeInline>, and <codeInline>R = {<legacyItalic>rp</legacyItalic>, <legacyItalic>an</legacyItalic> + <legacyItalic>bn</legacyItalic>}</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_mul_itch(Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return the scratch space in number of limbs required by the function <see cref="M:Math.Gmp.Native.gmp_lib.mpn_sec_mul(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)"/>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_sqr(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)</codeEntityReference> - Set <codeInline>R</codeInline> to <codeInline>A^2</codeInline>, where <codeInline>A = {<legacyItalic>ap</legacyItalic>, <legacyItalic>an</legacyItalic>}</codeInline>, and <codeInline>R = {<legacyItalic>rp</legacyItalic>, 2 * <legacyItalic>an</legacyItalic>}</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_sqr_itch(Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return the scratch space in number of limbs required by the function <see cref="M:Math.Gmp.Native.gmp_lib.mpn_sec_sqr(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)"/>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_powm(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_bitcnt_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)</codeEntityReference> - Set <codeInline>R</codeInline> to <codeInline>(B^E) modulo M</codeInline>, where <codeInline>R = {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}</codeInline>, <codeInline>M = {<legacyItalic>mp</legacyItalic>, <legacyItalic>n</legacyItalic>}</codeInline>, and <codeInline>E = {<legacyItalic>ep</legacyItalic>, ceil(<legacyItalic>enb</legacyItalic> / <see cref="F:Math.Gmp.Native.gmp_lib.mp_bits_per_limb"/>)}</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_powm_itch(Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_bitcnt_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return the scratch space in number of limbs required by the function <see cref="M:Math.Gmp.Native.gmp_lib.mpn_sec_powm(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_bitcnt_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)"/>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_tabselect(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Select entry <legacyItalic>which</legacyItalic> from table <legacyItalic>tab</legacyItalic>, which has <legacyItalic>nents</legacyItalic> entries, each <legacyItalic>n</legacyItalic> limbs. Store the selected entry at <legacyItalic>rp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_div_qr(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)</codeEntityReference> - Set <codeInline>Q</codeInline> to the truncated quotient <codeInline>N / D</codeInline> and <codeInline>R</codeInline> to <codeInline>N modulo D</codeInline>, where <codeInline>N = {<legacyItalic>np</legacyItalic>, <legacyItalic>nn</legacyItalic>}</codeInline>, <codeInline>D = {<legacyItalic>dp</legacyItalic>, <legacyItalic>dn</legacyItalic>}</codeInline>, <codeInline>Q</codeInline>’s most significant limb is the function return value and the remaining limbs are <codeInline>{<legacyItalic>qp</legacyItalic>, <legacyItalic>nn</legacyItalic> - <legacyItalic>dn</legacyItalic>}</codeInline>, and <codeInline>R = {<legacyItalic>np</legacyItalic>, <legacyItalic>dn</legacyItalic>}</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_div_qr_itch(Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return the scratch space in number of limbs required by the function <see cref="M:Math.Gmp.Native.gmp_lib.mpn_sec_div_qr(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)"/>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_div_r(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)</codeEntityReference> - Set <codeInline>R</codeInline> to <codeInline>N modulo D</codeInline>, where <codeInline>N = {<legacyItalic>np</legacyItalic>, <legacyItalic>nn</legacyItalic>}</codeInline>, <codeInline>D = {<legacyItalic>dp</legacyItalic>, <legacyItalic>dn</legacyItalic>}</codeInline>, and <codeInline>R = {<legacyItalic>np</legacyItalic>, <legacyItalic>dn</legacyItalic>}</codeInline>. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_div_r_itch(Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return the scratch space in number of limbs required by the function <see cref="M:Math.Gmp.Native.gmp_lib.mpn_sec_div_r(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_ptr)"/>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_invert(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_bitcnt_t,Math.Gmp.Native.mp_ptr)</codeEntityReference> - Set <codeInline>R</codeInline> to the inverse of <codeInline>A modulo M</codeInline>, where <codeInline>R = {<legacyItalic>rp</legacyItalic>, <legacyItalic>n</legacyItalic>}</codeInline>, <codeInline>A = {<legacyItalic>ap</legacyItalic>, <legacyItalic>n</legacyItalic>}</codeInline>, and <codeInline>M = {<legacyItalic>mp</legacyItalic>, <legacyItalic>n</legacyItalic>}</codeInline>. This function’s interface is preliminary. <markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mpn_sec_invert_itch(Math.Gmp.Native.mp_size_t)</codeEntityReference> - Return the scratch space in number of limbs required by the function <see cref="M:Math.Gmp.Native.gmp_lib.mpn_sec_invert(Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_ptr,Math.Gmp.Native.mp_size_t,Math.Gmp.Native.mp_bitcnt_t,Math.Gmp.Native.mp_ptr)"/>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
</list>
|
||||
</listItem>
|
||||
|
||||
<listItem>
|
||||
<para>
|
||||
<legacyBold>Random Number Functions:</legacyBold>
|
||||
</para>
|
||||
<list class="bullet">
|
||||
<listItem>
|
||||
<para>
|
||||
Random State Initialization:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_randinit_default(Math.Gmp.Native.gmp_randstate_t)</codeEntityReference> - Initialize <legacyItalic>state</legacyItalic> with a default algorithm.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_randinit_mt(Math.Gmp.Native.gmp_randstate_t)</codeEntityReference> - Initialize <legacyItalic>state</legacyItalic> for a Mersenne Twister algorithm.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_randinit_lc_2exp(Math.Gmp.Native.gmp_randstate_t,Math.Gmp.Native.mpz_t,System.UInt32,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Initialize <legacyItalic>state</legacyItalic> with a linear congruential algorithm <codeInline>X = (<legacyItalic>a</legacyItalic>X + <legacyItalic>c</legacyItalic>) mod 2^<legacyItalic>m2exp</legacyItalic></codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_randinit_lc_2exp_size(Math.Gmp.Native.gmp_randstate_t,Math.Gmp.Native.mp_bitcnt_t)</codeEntityReference> - Initialize <legacyItalic>state</legacyItalic> for a linear congruential algorithm as per <see cref="M:Math.Gmp.Native.gmp_lib.gmp_randinit_lc_2exp(Math.Gmp.Native.gmp_randstate_t,Math.Gmp.Native.mpz_t,System.UInt32,Math.Gmp.Native.mp_bitcnt_t)"/>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_randinit_set(Math.Gmp.Native.gmp_randstate_t,Math.Gmp.Native.gmp_randstate_t)</codeEntityReference> - Initialize <legacyItalic>rop</legacyItalic> with a copy of the algorithm and state from <legacyItalic>op</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_randclear(Math.Gmp.Native.gmp_randstate_t)</codeEntityReference> - Free all memory occupied by <legacyItalic>state</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Random State Seeding:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_randseed(Math.Gmp.Native.gmp_randstate_t,Math.Gmp.Native.mpz_t)</codeEntityReference> - Set an initial <legacyItalic>seed</legacyItalic> value into <legacyItalic>state</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_randseed_ui(Math.Gmp.Native.gmp_randstate_t,System.UInt32)</codeEntityReference> - Set an initial <legacyItalic>seed</legacyItalic> value into <legacyItalic>state</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
<listItem>
|
||||
<para>
|
||||
Random State Miscellaneous:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_urandomb_ui(Math.Gmp.Native.gmp_randstate_t,System.UInt32)</codeEntityReference> - Generate a uniformly distributed random number of <legacyItalic>n</legacyItalic> bits, i.e. in the range <codeInline>0</codeInline> to <codeInline>2^<legacyItalic>n</legacyItalic> - 1</codeInline> inclusive.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_urandomm_ui(Math.Gmp.Native.gmp_randstate_t,System.UInt32)</codeEntityReference> - Generate a uniformly distributed random number in the range <codeInline>0</codeInline> to <codeInline><legacyItalic>n</legacyItalic> - 1</codeInline>, inclusive.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
</list>
|
||||
</listItem>
|
||||
|
||||
<listItem>
|
||||
<para>
|
||||
<legacyBold>Formatted Output:</legacyBold>
|
||||
</para>
|
||||
<list class="bullet">
|
||||
<listItem>
|
||||
<para>
|
||||
Formatted Output Functions:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_printf(System.String,System.Object[])</codeEntityReference> - Print to the standard output <codeInline>stdout</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_vprintf(System.String,System.Object[])</codeEntityReference> - Print to the standard output <codeInline>stdout</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_fprintf(Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.String,System.Object[])</codeEntityReference> - Print to the stream <legacyItalic>fp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_vfprintf(Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.String,System.Object[])</codeEntityReference> - Print to the stream <legacyItalic>fp</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_sprintf(Math.Gmp.Native.char_ptr,System.String,System.Object[])</codeEntityReference> - Form a null-terminated string in <legacyItalic>buf</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_vsprintf(Math.Gmp.Native.char_ptr,System.String,System.Object[])</codeEntityReference> - Form a null-terminated string in <legacyItalic>buf</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_snprintf(Math.Gmp.Native.char_ptr,Math.Gmp.Native.size_t,System.String,System.Object[])</codeEntityReference> - Form a null-terminated string in <legacyItalic>buf</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_vsnprintf(Math.Gmp.Native.char_ptr,Math.Gmp.Native.size_t,System.String,System.Object[])</codeEntityReference> - Form a null-terminated string in <legacyItalic>buf</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_asprintf(Math.Gmp.Native.ptr{Math.Gmp.Native.char_ptr},System.String,System.Object[])</codeEntityReference> - Form a null-terminated string in a block of memory obtained from the current memory allocation function.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_vasprintf(Math.Gmp.Native.ptr{Math.Gmp.Native.char_ptr},System.String,System.Object[])</codeEntityReference> - Form a null-terminated string in a block of memory obtained from the current memory allocation function.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
</list>
|
||||
</listItem>
|
||||
|
||||
<listItem>
|
||||
<para>
|
||||
<legacyBold>Formatted Input:</legacyBold>
|
||||
</para>
|
||||
<list class="bullet">
|
||||
<listItem>
|
||||
<para>
|
||||
Formatted Input Functions:
|
||||
</para>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_scanf(System.String,System.Object[])</codeEntityReference> - Read from the standard input <codeInline>stdin</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_vscanf(System.String,System.Object[])</codeEntityReference> - Read from the standard input <codeInline>stdin</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_fscanf(Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.String,System.Object[])</codeEntityReference> - Read from the stream <codeInline>fp</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_vfscanf(Math.Gmp.Native.ptr{Math.Gmp.Native.FILE},System.String,System.Object[])</codeEntityReference> - Read from the stream <codeInline>fp</codeInline>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_sscanf(System.String,System.String,System.Object[])</codeEntityReference> - Read from a null-terminated string <legacyItalic>s</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.gmp_vsscanf(System.String,System.String,System.Object[])</codeEntityReference> - Read from a null-terminated string <legacyItalic>s</legacyItalic>.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
</list>
|
||||
</listItem>
|
||||
|
||||
<listItem>
|
||||
<para>
|
||||
<legacyBold>Custom Allocation:</legacyBold>
|
||||
</para>
|
||||
<list class="bullet">
|
||||
<listItem>
|
||||
<para>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mp_set_memory_functions(Math.Gmp.Native.allocate_function,Math.Gmp.Native.reallocate_function,Math.Gmp.Native.free_function)</codeEntityReference> - Replace the current allocation functions from the arguments.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.mp_get_memory_functions(Math.Gmp.Native.allocate_function@,Math.Gmp.Native.reallocate_function@,Math.Gmp.Native.free_function@)</codeEntityReference> - Get the current allocation functions, storing function pointers to the locations given by the arguments.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.allocate(Math.Gmp.Native.size_t)</codeEntityReference> - Return a pointer to newly allocated space with at least <legacyItalic>alloc_size</legacyItalic> bytes.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.reallocate(Math.Gmp.Native.void_ptr,Math.Gmp.Native.size_t,Math.Gmp.Native.size_t)</codeEntityReference> - Resize a previously allocated block <legacyItalic>ptr</legacyItalic> of <legacyItalic>old_size</legacyItalic> bytes to be <legacyItalic>new_size</legacyItalic> bytes.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.free(Math.Gmp.Native.mp_ptr[])</codeEntityReference> - De-allocate the space pointed to by <legacyItalic>ptrs</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.free(Math.Gmp.Native.gmp_randstate_t)</codeEntityReference> - De-allocate the space pointed to by <legacyItalic>ptr</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.free(Math.Gmp.Native.char_ptr)</codeEntityReference> - De-allocate the space pointed to by <legacyItalic>ptr</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.free(Math.Gmp.Native.void_ptr)</codeEntityReference> - De-allocate the space pointed to by <legacyItalic>ptr</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.free(Math.Gmp.Native.void_ptr,Math.Gmp.Native.size_t)</codeEntityReference> - De-allocate the space pointed to by <legacyItalic>ptr</legacyItalic>.<markup><br/></markup>
|
||||
<codeEntityReference autoUpgrade="true">M:Math.Gmp.Native.gmp_lib.ZeroMemory(System.IntPtr,System.Int32)</codeEntityReference> - The <see cref="M:Math.Gmp.Native.gmp_lib.ZeroMemory(System.IntPtr,System.Int32)"/> routine fills a block of memory with zeros, given a pointer to the block and the length, in bytes, to be filled.<markup><br/></markup>
|
||||
</para>
|
||||
</listItem>
|
||||
</list>
|
||||
</listItem>
|
||||
|
||||
</list>
|
||||
</content>
|
||||
</section>
|
||||
|
||||
<relatedTopics>
|
||||
<externalLink>
|
||||
<linkText>MSYS2</linkText>
|
||||
|
|
|
|||
|
|
@ -716,7 +716,7 @@ namespace UnitTests
|
|||
#region "Memory allocation functions."
|
||||
|
||||
[TestMethod]
|
||||
public void gmp_get_memory_functions()
|
||||
public void mp_get_memory_functions()
|
||||
{
|
||||
allocate_function allocate;
|
||||
reallocate_function reallocate;
|
||||
|
|
@ -724,7 +724,7 @@ namespace UnitTests
|
|||
|
||||
// Retrieve the GMP memory allocation functions.
|
||||
allocate = null; reallocate = null; free = null;
|
||||
gmp_lib.gmp_get_memory_functions(ref allocate, ref reallocate, ref free);
|
||||
gmp_lib.mp_get_memory_functions(ref allocate, ref reallocate, ref free);
|
||||
Assert.IsTrue(allocate != null && reallocate != null && free != null);
|
||||
|
||||
// Allocate and free memory.
|
||||
|
|
@ -733,26 +733,26 @@ namespace UnitTests
|
|||
}
|
||||
|
||||
[TestMethod]
|
||||
public void gmp_set_memory_functions()
|
||||
public void mp_set_memory_functions()
|
||||
{
|
||||
// Retrieve GMP default memory allocation functions.
|
||||
allocate_function default_allocate = null;
|
||||
reallocate_function default_reallocate = null;
|
||||
free_function default_free = null;
|
||||
gmp_lib.gmp_get_memory_functions(ref default_allocate, ref default_reallocate, ref default_free);
|
||||
gmp_lib.mp_get_memory_functions(ref default_allocate, ref default_reallocate, ref default_free);
|
||||
|
||||
// Create and set new memory allocation functions that count the number of times they are called.
|
||||
int counter = 0;
|
||||
allocate_function new_allocate = (size_t alloc_size) => { counter++; return default_allocate(alloc_size); };
|
||||
reallocate_function new_reallocate = (void_ptr ptr, size_t old_size, size_t new_size) => { counter++; return default_reallocate(ptr, old_size, new_size); };
|
||||
free_function new_free = (void_ptr ptr, size_t size) => { counter++; default_free(ptr, size); };
|
||||
gmp_lib.gmp_set_memory_functions(new_allocate, new_reallocate, new_free);
|
||||
gmp_lib.mp_set_memory_functions(new_allocate, new_reallocate, new_free);
|
||||
|
||||
// Retrieve GMP memory allocation functions.
|
||||
allocate_function allocate = null;
|
||||
reallocate_function reallocate = null;
|
||||
free_function free = null;
|
||||
gmp_lib.gmp_get_memory_functions(ref allocate, ref reallocate, ref free);
|
||||
gmp_lib.mp_get_memory_functions(ref allocate, ref reallocate, ref free);
|
||||
|
||||
// Call memory function and assert calls count.
|
||||
void_ptr p = allocate(10);
|
||||
|
|
@ -765,7 +765,7 @@ namespace UnitTests
|
|||
Assert.IsTrue(counter == 3);
|
||||
|
||||
// Restore default memory allocation functions.
|
||||
gmp_lib.gmp_set_memory_functions(null, null, null);
|
||||
gmp_lib.mp_set_memory_functions(null, null, null);
|
||||
}
|
||||
|
||||
#endregion
|
||||
|
|
|
|||
|
|
@ -9,9 +9,8 @@ namespace Math.Gmp.Native
|
|||
{
|
||||
|
||||
/// <summary>
|
||||
///
|
||||
/// Represents all of the functions of the GNU MP library.
|
||||
/// </summary>
|
||||
/// <remarks></remarks>
|
||||
public static class gmp_lib
|
||||
{
|
||||
|
||||
|
|
@ -255,7 +254,7 @@ namespace Math.Gmp.Native
|
|||
/// <param name="alloc_func_ptr">The memory allocation function.</param>
|
||||
/// <param name="realloc_func_ptr">The memory reallocation function.</param>
|
||||
/// <param name="free_func_ptr">The memory de-allocation function.</param>
|
||||
/// <seealso cref="gmp_set_memory_functions"/>
|
||||
/// <seealso cref="mp_set_memory_functions"/>
|
||||
/// <seealso cref="gmp_lib"><a href="https://gmplib.org/manual/Custom-Allocation.html#Custom-Allocation">GNU MP - Custom Allocation</a></seealso>
|
||||
/// <example>
|
||||
/// <code language="C#">
|
||||
|
|
@ -267,7 +266,7 @@ namespace Math.Gmp.Native
|
|||
/// allocate = null;
|
||||
/// reallocate = null;
|
||||
/// free = null;
|
||||
/// gmp_lib.gmp_get_memory_functions(ref allocate, ref reallocate, ref free);
|
||||
/// gmp_lib.mp_get_memory_functions(ref allocate, ref reallocate, ref free);
|
||||
/// Assert.IsTrue(allocate != null && reallocate != null && free != null);
|
||||
///
|
||||
/// // Allocate and free memory.
|
||||
|
|
@ -283,7 +282,7 @@ namespace Math.Gmp.Native
|
|||
/// allocate = Nothing
|
||||
/// reallocate = Nothing
|
||||
/// free = Nothing
|
||||
/// gmp_lib.gmp_get_memory_functions(allocate, reallocate, free)
|
||||
/// gmp_lib.mp_get_memory_functions(allocate, reallocate, free)
|
||||
/// Assert.IsTrue(allocate IsNot Nothing AndAlso reallocate IsNot Nothing AndAlso free IsNot Nothing)
|
||||
///
|
||||
/// ' Allocate and free memory.
|
||||
|
|
@ -291,7 +290,7 @@ namespace Math.Gmp.Native
|
|||
/// free(p, 100)
|
||||
/// </code>
|
||||
/// </example>
|
||||
public static void gmp_get_memory_functions(ref allocate_function alloc_func_ptr, ref reallocate_function realloc_func_ptr, ref free_function free_func_ptr)
|
||||
public static void mp_get_memory_functions(ref allocate_function alloc_func_ptr, ref reallocate_function realloc_func_ptr, ref free_function free_func_ptr)
|
||||
{
|
||||
alloc_func_ptr = gmp_lib.allocate_func_ptr;
|
||||
realloc_func_ptr = gmp_lib.reallocate_func_ptr;
|
||||
|
|
@ -310,7 +309,7 @@ namespace Math.Gmp.Native
|
|||
/// default function is used.
|
||||
/// </para>
|
||||
/// </remarks>
|
||||
/// <seealso cref="gmp_get_memory_functions"/>
|
||||
/// <seealso cref="mp_get_memory_functions"/>
|
||||
/// <seealso cref="gmp_lib"><a href="https://gmplib.org/manual/Custom-Allocation.html#Custom-Allocation">GNU MP - Custom Allocation</a></seealso>
|
||||
/// <example>
|
||||
/// <code language="C#">
|
||||
|
|
@ -318,20 +317,20 @@ namespace Math.Gmp.Native
|
|||
/// allocate_function default_allocate = null;
|
||||
/// reallocate_function default_reallocate = null;
|
||||
/// free_function default_free = null;
|
||||
/// gmp_lib.gmp_get_memory_functions(ref default_allocate, ref default_reallocate, ref default_free);
|
||||
/// gmp_lib.mp_get_memory_functions(ref default_allocate, ref default_reallocate, ref default_free);
|
||||
///
|
||||
/// // Create and set new memory allocation functions that count the number of times they are called.
|
||||
/// int counter = 0;
|
||||
/// allocate_function new_allocate = (size_t alloc_size) => { counter++; return default_allocate(alloc_size); };
|
||||
/// reallocate_function new_reallocate = (void_ptr ptr, size_t old_size, size_t new_size) => { counter++; return default_reallocate(ptr, old_size, new_size); };
|
||||
/// free_function new_free = (void_ptr ptr, size_t size) => { counter++; default_free(ptr, size); };
|
||||
/// gmp_lib.gmp_set_memory_functions(new_allocate, new_reallocate, new_free);
|
||||
/// gmp_lib.mp_set_memory_functions(new_allocate, new_reallocate, new_free);
|
||||
///
|
||||
/// // Retrieve GMP memory allocation functions.
|
||||
/// allocate_function allocate = null;
|
||||
/// reallocate_function reallocate = null;
|
||||
/// free_function free = null;
|
||||
/// gmp_lib.gmp_get_memory_functions(ref allocate, ref reallocate, ref free);
|
||||
/// gmp_lib.mp_get_memory_functions(ref allocate, ref reallocate, ref free);
|
||||
///
|
||||
/// // Call memory function and assert calls count.
|
||||
/// void_ptr p = allocate(10);
|
||||
|
|
@ -344,7 +343,7 @@ namespace Math.Gmp.Native
|
|||
/// Assert.IsTrue(counter == 3);
|
||||
///
|
||||
/// // Restore default memory allocation functions.
|
||||
/// gmp_lib.gmp_set_memory_functions(null, null, null);
|
||||
/// gmp_lib.mp_set_memory_functions(null, null, null);
|
||||
/// </code>
|
||||
/// <code language="VB.NET">
|
||||
/// ' Retrieve GMP default memory allocation functions.
|
||||
|
|
@ -392,7 +391,7 @@ namespace Math.Gmp.Native
|
|||
/// gmp_lib.gmp_set_memory_functions(Nothing, Nothing, Nothing)
|
||||
/// </code>
|
||||
/// </example>
|
||||
public static void gmp_set_memory_functions(allocate_function alloc_func_ptr, reallocate_function realloc_func_ptr, free_function free_func_ptr)
|
||||
public static void mp_set_memory_functions(allocate_function alloc_func_ptr, reallocate_function realloc_func_ptr, free_function free_func_ptr)
|
||||
{
|
||||
IntPtr allocate = IntPtr.Zero;
|
||||
IntPtr reallocate = IntPtr.Zero;
|
||||
|
|
|
|||
Binary file not shown.
|
|
@ -73,7 +73,6 @@
|
|||
<HelpKINode Title="gmp_errno property" Url="html/4c3f1727-1891-2918-da3a-321930e883ed.htm" />
|
||||
<HelpKINode Title="gmp_fprintf method" Url="html/e3abec5c-9d83-babc-a020-ca4817962a21.htm" />
|
||||
<HelpKINode Title="gmp_fscanf method" Url="html/50306850-d92d-5038-bbcc-c452cd3c69a9.htm" />
|
||||
<HelpKINode Title="gmp_get_memory_functions method" Url="html/37510828-012a-9e6a-7916-776acfd8f1f9.htm" />
|
||||
<HelpKINode Title="gmp_lib class">
|
||||
<HelpKINode Title="gmp_lib Class" Url="html/3af6b34c-3242-2b75-e7c7-ab79af8a4b0f.htm" />
|
||||
<HelpKINode Title="about gmp_lib class" Url="html/3af6b34c-3242-2b75-e7c7-ab79af8a4b0f.htm" />
|
||||
|
|
@ -87,7 +86,6 @@
|
|||
<HelpKINode Title="gmp_lib.gmp_errno property" Url="html/4c3f1727-1891-2918-da3a-321930e883ed.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_fprintf method" Url="html/e3abec5c-9d83-babc-a020-ca4817962a21.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_fscanf method" Url="html/50306850-d92d-5038-bbcc-c452cd3c69a9.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_get_memory_functions method" Url="html/37510828-012a-9e6a-7916-776acfd8f1f9.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_printf method" Url="html/5c2015f3-41d2-7b80-5309-e41ccec0baaf.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_randclear method" Url="html/7ef82a61-e43a-78c7-a28f-8f2d0a5f59b1.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_randinit_default method" Url="html/89fff39e-9dc4-4d23-9460-301ae7df92d1.htm" />
|
||||
|
|
@ -98,7 +96,6 @@
|
|||
<HelpKINode Title="gmp_lib.gmp_randseed method" Url="html/b31d5778-362b-b75f-40cc-4c8280ca889c.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_randseed_ui method" Url="html/c5f4e595-de6c-a555-426d-6cb8f429a960.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_scanf method" Url="html/880c96b7-378e-3cdb-057e-b6eea1c9e529.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_set_memory_functions method" Url="html/3568dd4d-d565-0b12-2da2-2fed2d433257.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_snprintf method" Url="html/61686857-e4a0-ad60-1419-2b87a79b06c1.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_sprintf method" Url="html/8916c18b-a745-2699-2f0a-035cf62dd051.htm" />
|
||||
<HelpKINode Title="gmp_lib.gmp_sscanf method" Url="html/279d21b9-bd04-522e-0759-d1add6fe6fae.htm" />
|
||||
|
|
@ -452,6 +449,8 @@
|
|||
<HelpKINode Title="gmp_lib.mpz_xor method" Url="html/fd4c285a-e2e1-f8ba-97b3-08d4ae6a2ebf.htm" />
|
||||
<HelpKINode Title="gmp_lib.mp_bits_per_limb field" Url="html/f88c76a8-118a-5cbd-0df1-e30adcacb8ae.htm" />
|
||||
<HelpKINode Title="gmp_lib.mp_bytes_per_limb field" Url="html/47695d57-9a89-48db-97c3-2ed03965d913.htm" />
|
||||
<HelpKINode Title="gmp_lib.mp_get_memory_functions method" Url="html/9a229bed-b8b6-e0ad-f153-689455252ec4.htm" />
|
||||
<HelpKINode Title="gmp_lib.mp_set_memory_functions method" Url="html/15ac48e3-750c-d154-7d8f-6dcaa137f5db.htm" />
|
||||
<HelpKINode Title="gmp_lib.mp_uint_per_limb field" Url="html/af9533ce-5e67-245d-1cb3-9efb7772a6c8.htm" />
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||||
<HelpKINode Title="gmp_lib.reallocate method" Url="html/067f64f9-7014-8c6a-3c02-153c1460a1dd.htm" />
|
||||
<HelpKINode Title="gmp_lib.ZeroMemory method" Url="html/e3d53be6-a0ad-fb21-5381-ff688f5984a6.htm" />
|
||||
|
|
@ -473,7 +472,6 @@
|
|||
</HelpKINode>
|
||||
<HelpKINode Title="gmp_randstate_t.gmp_randstate_t constructor" Url="html/20a4edb9-f361-6367-9965-64b0f7aeddaa.htm" />
|
||||
<HelpKINode Title="gmp_scanf method" Url="html/880c96b7-378e-3cdb-057e-b6eea1c9e529.htm" />
|
||||
<HelpKINode Title="gmp_set_memory_functions method" Url="html/3568dd4d-d565-0b12-2da2-2fed2d433257.htm" />
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<HelpKINode Title="gmp_snprintf method" Url="html/61686857-e4a0-ad60-1419-2b87a79b06c1.htm" />
|
||||
<HelpKINode Title="gmp_sprintf method" Url="html/8916c18b-a745-2699-2f0a-035cf62dd051.htm" />
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||||
<HelpKINode Title="gmp_sscanf method" Url="html/279d21b9-bd04-522e-0759-d1add6fe6fae.htm" />
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||||
|
|
@ -966,6 +964,7 @@
|
|||
<HelpKINode Title="mp_exp_t.Inequality operator" Url="html/931e55b9-30c1-aa94-c044-0400b5abea60.htm" />
|
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<HelpKINode Title="mp_exp_t.mp_exp_t constructor" Url="html/d4cd9f0b-9f54-1f1d-6a27-a0ce3122249c.htm" />
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<HelpKINode Title="mp_exp_t.ToString method" Url="html/cd071eb3-c175-836d-c47a-f9c007b8738d.htm" />
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<HelpKINode Title="mp_get_memory_functions method" Url="html/9a229bed-b8b6-e0ad-f153-689455252ec4.htm" />
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<HelpKINode Title="mp_limb_t structure">
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<HelpKINode Title="mp_limb_t Structure" Url="html/bf1f694d-f9b2-6413-12e5-ebae603d5b49.htm" />
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<HelpKINode Title="about mp_limb_t structure" Url="html/bf1f694d-f9b2-6413-12e5-ebae603d5b49.htm" />
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||||
|
|
@ -998,6 +997,7 @@
|
|||
<HelpKINode Title="mp_ptr.Item property" Url="html/a7661bd2-2bcb-01c5-9833-5ab6d6305daf.htm" />
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<HelpKINode Title="mp_ptr.mp_ptr constructor" Url="html/33563f2c-baba-b555-20fb-9def8b70074c.htm" />
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<HelpKINode Title="mp_ptr.Size property" Url="html/562de56d-c1a8-5f66-59dc-e2886d89bfc3.htm" />
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<HelpKINode Title="mp_set_memory_functions method" Url="html/15ac48e3-750c-d154-7d8f-6dcaa137f5db.htm" />
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<HelpKINode Title="mp_size_t structure">
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<HelpKINode Title="mp_size_t Structure" Url="html/4b58a584-7a0e-b600-18fa-ebd493861eb3.htm" />
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<HelpKINode Title="about mp_size_t structure" Url="html/4b58a584-7a0e-b600-18fa-ebd493861eb3.htm" />
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|
|
|
|||
150
docs/WebTOC.xml
150
docs/WebTOC.xml
|
|
@ -2,12 +2,12 @@
|
|||
<HelpTOC>
|
||||
|
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<HelpTOCNode Title="Welcome to the GMP Native Interface for .NET Library" Url="html/846f5c8a-6cba-433e-9f18-cde2ff5695cd.htm" />
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<HelpTOCNode Id="345b15ce-3964-4a76-b8a6-5c26a52efef3" Title="Math.Gmp.Native" Url="html/d9c51b9f-0c54-770b-28ea-6eebd8fef368.htm">
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<HelpTOCNode Id="50daa707-0947-44df-bf7b-e52f77d5540f" Title="Equals Method " Url="html/2d2c429f-5828-694d-2ad7-9d13e5c412b3.htm">
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</HelpTOCNode>
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||||
|
|
@ -15,39 +15,39 @@
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<HelpTOCNode Title="ToString Method " Url="html/1eedfa7e-7135-6b5d-e395-9a6b90fab236.htm" />
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<HelpTOCNode Id="345b0429-5ea9-4b40-b216-25dab893e9d9" Title="FILE Operators" Url="html/4fe7aa66-0d05-7853-360a-72c4b55b69bd.htm">
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<HelpTOCNode Id="7f48438c-67a0-466b-ba7c-4ff1ec268def" Title="gmp_lib Class" Url="html/3af6b34c-3242-2b75-e7c7-ab79af8a4b0f.htm">
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<HelpTOCNode Id="93956c28-9405-4bc4-adb2-17da44475e37" Title="free Method " Url="html/92160da3-b1af-e005-cb05-e3fb4dd524d8.htm">
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<HelpTOCNode Title="free Method (char_ptr)" Url="html/d3ad552c-4d46-029e-9eeb-44d8abb800e2.htm" />
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<HelpTOCNode Title="free Method (gmp_randstate_t)" Url="html/f46e4103-d4c4-69c2-1363-a4cb17d9cfda.htm" />
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<HelpTOCNode Title="free Method (mp_ptr[])" Url="html/7924a2a3-75c1-0aa9-636f-4772d74a723f.htm" />
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||||
|
|
@ -57,7 +57,6 @@
|
|||
<HelpTOCNode Title="gmp_asprintf Method " Url="html/fe6e46c3-8464-a080-b5fc-718589320cd5.htm" />
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<HelpTOCNode Title="gmp_fprintf Method " Url="html/e3abec5c-9d83-babc-a020-ca4817962a21.htm" />
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<HelpTOCNode Title="gmp_fscanf Method " Url="html/50306850-d92d-5038-bbcc-c452cd3c69a9.htm" />
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<HelpTOCNode Title="gmp_get_memory_functions Method " Url="html/37510828-012a-9e6a-7916-776acfd8f1f9.htm" />
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<HelpTOCNode Title="gmp_printf Method " Url="html/5c2015f3-41d2-7b80-5309-e41ccec0baaf.htm" />
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<HelpTOCNode Title="gmp_randclear Method " Url="html/7ef82a61-e43a-78c7-a28f-8f2d0a5f59b1.htm" />
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<HelpTOCNode Title="gmp_randinit_default Method " Url="html/89fff39e-9dc4-4d23-9460-301ae7df92d1.htm" />
|
||||
|
|
@ -68,7 +67,6 @@
|
|||
<HelpTOCNode Title="gmp_randseed Method " Url="html/b31d5778-362b-b75f-40cc-4c8280ca889c.htm" />
|
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<HelpTOCNode Title="gmp_randseed_ui Method " Url="html/c5f4e595-de6c-a555-426d-6cb8f429a960.htm" />
|
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|
|
@ -82,6 +80,8 @@
|
|||
<HelpTOCNode Title="gmp_vsnprintf Method " Url="html/300c388f-ba1c-0ba3-64fd-e7aafb39dcdb.htm" />
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<HelpTOCNode Title="gmp_vsprintf Method " Url="html/56e1a610-d238-ab9f-87b5-001764290847.htm" />
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|
|
@ -422,38 +422,38 @@
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@ -465,7 +465,7 @@
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@ -476,19 +476,19 @@
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@ -499,7 +499,7 @@
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@ -511,19 +511,19 @@
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@ -536,7 +536,7 @@
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@ -546,35 +546,35 @@
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@ -686,9 +686,9 @@
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<HelpTOCNode Id="dd5ebf15-5b16-4900-b606-78a2e6d9a634" Title="void_ptr Operators" Url="html/578ac23c-2986-d809-fa1b-c9a111d0c780.htm">
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<HelpTOCNode Id="674c18c6-e0cf-414d-8da4-87b416e0943f" Title="void_ptr Operators" Url="html/578ac23c-2986-d809-fa1b-c9a111d0c780.htm">
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||||
<HelpTOCNode Title="Equality Operator " Url="html/3d7c5927-d163-5d46-1f0b-5c35ca116b22.htm" />
|
||||
<HelpTOCNode Title="Inequality Operator " Url="html/bd89f9a0-7e6f-d1e7-46b3-051bfbe290f4.htm" />
|
||||
</HelpTOCNode>
|
||||
<HelpTOCNode Id="779bb836-7f14-459d-b394-e5f6b72a6c83" Title="void_ptr Fields" Url="html/12a4c9d6-02cf-e913-816e-ad530e77722c.htm">
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||||
<HelpTOCNode Id="8df3e587-22ab-4d80-9867-10c0551fb72e" Title="void_ptr Fields" Url="html/12a4c9d6-02cf-e913-816e-ad530e77722c.htm">
|
||||
<HelpTOCNode Title="Zero Field" Url="html/3fce2dbc-bac6-d24f-d6d4-84454567b8f5.htm" />
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</HelpTOCNode>
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</HelpTOCNode>
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{"hamming":[6488066,12582917,14483458,34078724],"h55555555":[4718593,18022401,22347777],"h8000000000000000":[29360129],"h40000000":[18939906],"hex":[5046276,25821188,36372481],"h11111111":[8978433],"hc2d24d55":[5505025],"holds":[23134209],"heap":[4980737],"h5555":[4718593,18022401,22347777],"h80":[27066369,32636929],"h435e50d7":[24510465,30146561,40173569],"h22222222":[8978433],"h13":[24510465,30146561,40173569],"h80000000":[29360129],"hfffffffc":[29491201],"hfffffffe":[2621441,2883585,17825793,22478849,26017793,26083329,27197441,27394049,27459585,27852801,28573697,29491201,36569089,37945345,38600705],"hffffffff":[1900545,2621442,2883587,3276802,4194308,4718593,5832706,6029314,9043970,13107202,15007746,17825795,18022401,18415618,19857410,22347777,22478851,23789570,24510465,24969218,26017795,27197443,27394051,27459587,27852803,28573698,29163522,29229058,29360131,29491202,30146561,30998530,32964609,34078723,34275330,36569091,37879812,37945347,38600707,39780356,40173569],"hardware":[15728641,23461889,41025537],"hexadecimal":[10420225,15335425,18808833,26148865,32899073],"hf0f0f0f":[17367042],"hierarchy":[9502721,12648449,13631489,14483457,14942209,23265281,26673153,40894465],"handle":[7864321,8388609,11665409,27066369,30408705,32636929,37552129],"hd79":[24510465,30146561,40173569],"habcd1234":[5308417],"h40":[1245185],"he8":[18153473],"hf0f0f0f0":[393220,17367042,21102596],"high":[6750209,22347777,32964609],"highest":[37355521,40501249],"higher":[6488065,13565953,14483457,27000833,28901378],"h7ab824fd":[5308417],"h10000":[37421057],"hd4a51000":[18153473],"habcd12347ab824fd":[5308417],"hedcba987":[2621441,28573697],"hffff":[1900545,4718593,18022401,22347777,24510465,26083329,30146561,32964609,40173569],"h555555555555":[18022401],"h44444444":[8978433],"h5555aaaa":[32964609],"host":[20381697,27066371,32636930],"happens":[18939905],"h964619c7":[5505026],"h12345678":[2621441,4194305,5832706,18415618,28573697,30998530,34275329,39780353],"human":[34144257],"haaaaaaaa":[32964609],"he2":[1245185],"happen":[10092545,14155777],"h33333333":[8978435],"handled":[4980737,14876673],"h1e240":[1245185],"h1000":[5308418],"h7fffffff":[29360129],"hhc":[3932162,7733250,8454146,13697026,23658498,40763394],"help":[20381697],"half":[6750209],"hash":[131073,983042,1507329,1572865,1835009,3080194,3997697,4128769,4259842,4849665,5767169,9502721,9699329,12451841,12648449,13631489,14024706,14942209,17039361,18481154,19988482,21037057,21561345,23265281,24248321,26673153,28049409,29622273,30212098,31129602,34144257,34734081,35258369,38731777,38993921,39714817,39911425,40894465]}
|
||||
{"hamming":[5439490,12845061,13565954,24182786,40173572],"h55555555":[4980737,19005441,19070977],"h8000000000000000":[33685505],"h40000000":[19202050],"hex":[5308420,25100292,37748737],"h11111111":[8388609],"hc2d24d55":[6160385],"holds":[21626881],"heap":[5111809],"h5555":[4980737,19005441,19070977],"h80":[24379393,34734081],"h435e50d7":[23789569,29425665,37879809],"h22222222":[8388609],"h13":[23789569,29425665,37879809],"h80000000":[33685505],"hfffffffc":[28049409],"hfffffffe":[1310721,2686977,17563649,20971521,23461889,25690113,28049409,28114945,30146561,30408705,30539777,30932993,35192833,39976961,41222145],"hffffffff":[1310723,2162689,2686978,3276802,4980737,5046276,5898242,6553602,8716290,13762562,15663106,17367042,17563651,19005441,19070977,20054018,20971523,23461891,23789569,25362434,27590658,27721730,28049410,28114947,29097986,29425665,30146563,30408706,30539779,30932995,31784962,32112642,33030145,33685507,35192835,37879809,38862852,39256068,39976963,40173571,41222147],"hardware":[16777217,23134209,37355521],"hexadecimal":[8519681,14876673,17825793,23658497,35848193],"hf0f0f0f":[18350082],"hierarchy":[8650753,11927553,13565953,14155777,16973825,23330817,23855105,40042497],"handle":[8781825,8978433,14286849,24379393,34734081,34865153,39583745],"hd79":[23789569,29425665,37879809],"habcd1234":[5242881],"h40":[1179649],"he8":[16056321],"hf0f0f0f0":[393220,18350082,19857412],"high":[5963777,19070977,33030145],"highest":[33751041,37421057],"higher":[5439489,13041665,13565953,24182785,27328513,29884418],"h7ab824fd":[5242881],"h10000":[36896769],"hd4a51000":[16056321],"habcd12347ab824fd":[5242881],"hedcba987":[2686977,30408705],"hffff":[2162689,4980737,19005441,19070977,23789569,25690113,29425665,33030145,37879809],"h555555555555":[19005441],"h44444444":[8388609],"h5555aaaa":[33030145],"host":[24182785,24379395,34734082],"happens":[19202049],"h964619c7":[6160386],"h12345678":[2686977,5046273,5898242,17367042,27721730,30408705,32112641,39256065],"human":[35717121],"haaaaaaaa":[33030145],"he2":[1179649],"happen":[10289153,12124161],"h33333333":[8388611],"handled":[5111809,14745601],"h1e240":[1179649],"h1000":[5242882],"h7fffffff":[33685505],"hhc":[4128770,6684674,8060930,16187394,21430274,40370178],"help":[24182785],"half":[5963777],"hash":[131073,786434,1441793,1703937,1966081,3014658,4259841,4456450,4718593,5177345,6422529,8650753,10682369,11927553,12779521,13631490,14155777,16973825,17629185,18415617,19333122,20512770,22609921,23330817,23855105,23920641,27918337,28704769,28966914,33161218,34603009,35520513,35717121,36503553,37027841,37093377,40042497,41091073]}
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{"just":[1638401,5308417,10420225,11141121,21233665,28901377,32636930,39321601,39452673,40501249],"jacobi":[1048580,1703940,6488070,10027012,14090244,14483462,29687809,31719428,34471940]}
|
||||
{"just":[1769473,5242881,8519681,10027009,20774913,29884417,34734082,35782657,37421057,37683201],"jacobi":[917508,1900548,5439494,8585220,13303812,13565958,24182790,26017796,28639233,33488900]}
|
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{"kronecker":[1048581,1703941,6488069,14090245,14483461,31719429,34471941],"kind":[13369345,34996225,35717121],"known":[6488066,7667713,8912897,14876673,15663105,14483458],"know":[27066369,32047105],"knut":[6488065,14483457,38207489],"keys":[27787265,33488897],"knuth":[34406401,38207489]}
|
||||
{"kronecker":[917509,1900549,5439493,13303813,13565957,24182789,26017797,33488901],"kind":[13369345,31653889,32374785],"known":[5439490,7798785,10092545,13565954,14745601,17235969,24182786],"know":[24379393,31326209],"knut":[5439489,13565953,24182785,39387137],"keys":[28180481,33882113],"knuth":[39387137,40501249]}
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{"qxn":[24510465,30146566,40173579],"qualified":[131073,4128769,39714817,39911425],"quotient":[1179650,2686978,6488084,7667713,8912897,9830402,11206662,11927554,12124162,14483476,16318466,18022402,18219010,19529730,22347777,23003138,24510466,25952258,30146569,30605314,32964609,35389442,35586050,36110338,39976962,40173570],"quality":[27787265,33488897],"quite":[27787265,33488897]}
|
||||
{"qxn":[23789569,29425670,37879819],"qualified":[131073,4259841,36503553,37027841],"quotient":[1245186,2359298,5439508,7798785,8454146,10092545,10944518,11403266,12713986,13565972,17039362,18808834,19005442,19070977,20709378,21561346,23265282,23789570,24182804,27394050,29163522,29425673,32243714,33030145,33095682,36962306,37879810],"quality":[28180481,33882113],"quite":[28180481,33882113]}
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{"way":[14876673,28901377,31522817,40501250],"write":[1245186,2621441,4194305,5832705,6488092,7405569,8454146,9043969,10354690,10420226,11403266,13697026,14483484,14614529,15007745,17367041,17825793,18350082,18415617,19857409,21889026,22478849,23134210,23789569,24510465,26148866,27197441,27394049,27459585,28573697,29163521,29229057,29360129,29491201,30998529,34275329,37814274,37945345,38600705,39452674,39780353,40173569],"word":[6488066,14483458,20381699,27066378,32636940,34144258],"widening":[327681,1441793,3670017,7077889,8585217,9895937,12320769,13762561,14811137,15269889,15335425,15925249,16515073,16908289,17760257,19464193,20119553,20709377,23330817,23592961,24182785,24379393,24444929,26738689,26804225,28966913,31195137,32833537,32899073,34799617,34930689,40042497,41222145],"want":[24117249],"windows":[20381704],"win32":[20381697],"won":[22347777,32047105,32964609],"warnings":[20381697],"window":[20381700],"writing":[1245186,4718593,6488067,8650753,14483459,18350082,22347777,32964609,37814273,39452674],"welcome":[20381697],"white":[6488065,10420227,14483457,18808833,24117251,26148865,36372481],"w64":[20381700],"wanted":[2359297,22085633,30801921,37355521,37421057],"written":[1245189,4718593,6488065,7405569,9043969,11403265,14614529,15073281,15859713,16121857,14483457,18350083,19857409,21430273,22478849,23527425,23789569,24510465,27394049,28901377,29360129,29491201,32047105,32636931,37814274,39452675,40173570,40304641],"writealltext":[8454146,10354690,10420226,13697026,26148866],"words":[13828097,27066373,32636933,33619969],"win64":[20381697]}
|
||||
{"way":[14745601,29884417,33816577,37421058],"write":[1179650,2686977,5046273,5439516,5898241,8060930,8323073,8519682,8716289,9043970,12058626,13565980,13762561,16187394,16580609,17367041,17563649,18350081,19136514,20054017,20971521,21626882,21954562,23658498,23789569,24182812,25362433,27590657,27721729,28049409,28114945,30146561,30408705,30932993,31784961,32112641,33685505,35782658,37879809,39256065,39976961,40632322,41222145],"word":[5439490,13565954,24182789,24379402,34734092,35717122],"widening":[327681,1376257,3997697,6815745,7405569,10354689,12648449,13893633,13959169,14024705,14614529,14876673,15990785,17694721,18612225,20381697,21233665,21823489,22020097,22675457,23527425,23592961,24117249,26738689,27983873,30474241,33292289,34930689,35389441,35651585,35848193,37224449,37486593],"want":[21037057],"windows":[24182792],"win32":[24182785],"won":[19070977,31326209,33030145],"warnings":[24182785],"window":[24182788],"writing":[1179650,4980737,5439491,8912897,13565955,19070977,19136514,24182787,33030145,35782658,40632321],"welcome":[24182785],"white":[5439489,8519683,13565953,17825793,21037059,23658497,24182785,37748737],"w64":[24182788],"wanted":[2555905,22282241,31129601,33751041,36896769],"written":[1179653,4980737,5439489,8323073,8716289,12058625,13565953,14417921,16449537,16580609,16711681,19136515,20054017,20578305,20971521,22347777,23789569,24182785,25362433,28049409,29884417,30932993,31326209,33685505,34734083,35782659,37879810,38273025,40632322],"writealltext":[8060930,8519682,9043970,16187394,23658498],"words":[12910593,24379397,34734085,39518209],"win64":[24182785]}
|
||||
|
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|
|||
{"xor":[2621442,5832706],"x86_64":[20381699],"x64":[11010050,20381704,21889026,23134210],"x86":[11010050,20381702,21889026,23134210],"xxxxxxxxxxxxxxxxx":[5046274,25821186]}
|
||||
{"xor":[2686978,5898242],"x86_64":[24182787],"x64":[14090242,21626882,21954562,24182792],"x86":[14090242,21626882,21954562,24182790],"xxxxxxxxxxxxxxxxx":[5308418,25100290]}
|
||||
|
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|
|||
{"yasm":[20381702],"ylimb":[6488065,14483457,15466503],"yields":[6488066,14483458,17694721,22937601]}
|
||||
{"yasm":[24182790],"ylimb":[5439489,13565953,17432583,24182785],"yields":[5439490,13565954,16318465,24182786,29818881]}
|
||||
|
|
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|
|||
{"zero":[524289,917505,1114113,1507329,1900545,2097153,2818050,2949122,3211265,3473410,4980738,5046273,5308418,5505025,5898242,5963778,6029322,6488111,6815745,7208961,7340034,7864323,8060930,8388611,8978433,9240577,9306113,9633797,10878977,11272194,11337729,11665411,12189697,12255233,12517378,12779522,12976130,13041665,14221313,14417924,14483503,15466497,15663105,15728641,16384002,16580610,16646146,16777218,16842753,17235970,17825793,17891332,17956866,18022401,18153474,18284545,18808834,18939905,19267587,19398660,20578308,20774913,21233665,21889026,22347778,22609925,23134210,23461890,24510465,24772609,24969219,25493506,25821187,26083329,26214403,26411010,27066370,27852810,27918337,27983873,28180481,29163521,29360129,29491201,29556737,29818881,30146562,30277636,31457281,31522818,32047107,32636934,32702465,32964610,33161218,33554436,33816578,35454977,35651586,35782657,36306945,36372481,36503556,36831233,37355524,37421062,37748738,37879811,37945345,38076418,38535170,38600705,38862850,39190532,39321602,39649282,39714817,40108038,40173570,40435714,40501250,40960002,41025537,41287682],"zeros":[2097153,5046273,6488068,13369345,14483460,16842753,32047105,34996225,35717121,40370179],"zip":[20381697],"zeroes":[13828097,30670849,33619969],"zeromemory":[6488066,14483458,40370182]}
|
||||
{"zero":[458753,1048577,1441793,1507329,2031617,2162689,2949122,3145729,3342338,3735554,5111810,5242882,5308417,5439535,5636098,6160385,6553610,6619137,7208962,7471105,7733250,7864322,8388609,8781827,8978435,9502724,10158081,10551298,10616833,10747905,11075589,11337729,12582914,13107204,13172738,13238273,13565999,13828098,14286851,14811137,14942209,15204354,15532034,15794178,16056322,16515073,16777217,17235969,17301506,17432577,17498116,17563649,17825794,18284546,18546690,18677763,18743297,19005441,19070978,19202049,19267589,19464193,20447236,20774913,21299201,21626882,21954562,23134210,23789569,24051713,24182831,24379394,24772612,25100291,25624577,25690113,25952259,27000833,27262978,27590657,27656194,28049409,28311553,28377089,29097987,29425666,30539786,30801921,31326211,32440321,32505857,33030146,33226753,33685505,33751044,33816578,34013185,34144258,34406402,34537474,34734086,34996228,35323906,36306946,36438017,36503553,36569090,36700162,36896774,37355521,37421058,37683202,37748737,37814278,37879810,38404098,38666242,38862851,39124996,39845892,39976961,40239106,40697857,40828930,41222145],"zeros":[2031617,5308417,5439492,13369345,13565956,18743297,24182788,31326209,31653889,32374785,38535171],"zip":[24182785],"zeroes":[12910593,32571393,39518209],"zeromemory":[5439490,13565954,24182785,38535174]}
|
||||
|
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@ -1 +1 @@
|
|||
{"_mpz_realloc":[5308417,6488065,8650753,11010049,14483457,17235969,21889025,23134209,25493505,31522827],"_ptr":[13631489],"_mp_size":[3014662,3473415,9502722,11599874,16711682,22544386,23265281,26214407,26673154,33751041,37355524,40501249],"_mp_den":[2293761,14942209,36241413],"_mp_num":[2293761,9437189,14942209],"_mp_d":[3473409,9502721,11599873,16711682,22544386,23265281,26214401,26673154,33751041,37355532,40501249],"_wfopen_s":[1245186,8454146,10354690,10420226,11403268,13697026,15073282,18350082,26148866,37814273,39452674,40304642],"_mp_alloc":[16711681,22544392,26673153],"_mp_prec":[9502721,11599873,18284550,37355521],"_mp_exp":[9502721,11599873,26214402,40501253]}
|
||||
{"_mpz_realloc":[5242881,5439489,8912897,13565953,14090241,15794177,21626881,21954561,24182785,27262977,33816587],"_ptr":[14155777],"_mp_size":[3670022,3735559,8650754,12386306,16384002,22478850,23330817,23855106,25952263,31064065,33751044,37421057],"_mp_den":[2424833,16973825,39190533],"_mp_num":[2424833,10878981,16973825],"_mp_d":[3735553,8650753,12386305,16384002,22478850,23330817,23855106,25952257,31064065,33751052,37421057],"_wfopen_s":[1179650,8060930,8519682,9043970,12058628,16187394,16711682,19136514,23658498,35782658,38273026,40632321],"_mp_alloc":[16384001,22478856,23855105],"_mp_prec":[8650753,12386305,19464198,33751041],"_mp_exp":[8650753,12386305,25952258,37421061]}
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{"bit":[983041,1245186,2424834,2949122,3080193,3997697,4259841,4980738,5898242,6225926,6488093,6750210,9502721,10092560,10747910,10813442,11403266,12451841,12582916,13828097,14024705,14155792,14483486,14745602,14876673,16384002,16580610,17891330,18481153,19398658,19922945,19988481,20381720,20840450,21233666,23396365,23986182,24641538,24838145,25755650,26411010,27721741,28508161,29294593,30212097,30277634,31129601,31522818,33554434,33619969,33816578,33947649,34078722,34734081,35258369,36503554,36765698,37027842,37355521,38469638,39190530,39649281],"binary":[1245185,2097153,6488068,13369345,14483460,15335425,16842753,18808833,20840449,26148865,32899073,34996225,35717121,36372481],"behaves":[2424833,6225921,10092545,10747905,10813441,12582913,14155777,14745601,20840449,23986177,37027841,38469633],"bz2":[20381697],"block":[1638408,3866626,6488069,7995394,9568258,14417923,14483461,15990787,19857409,23789569,25034757,27394049,30408707,32047107,32636931,36044802,37552131,39321603,39714819,39911426,40370179],"bool":[458756,6946819,7471108,7536643,8781827,10485763,12910595,15597572,17432580,18677763,19070980,22282243,22740996,25690115,27262979,27590659,27656195,28704772,28835843,30081027,30474243,30539779,31064067,31326211,31653891,31916035,31981571,32112644,32309251,33423363,35520515,37617667],"bits":[196610,2490370,2818050,3342338,3538945,3997698,4456452,4653058,4980742,6094850,6488075,6750210,7864322,7929858,8257538,8323074,8388609,10092545,10551302,10682370,11141121,11337730,11665410,11730946,11796482,12189698,12255234,12386306,12582913,13434882,14155777,14221314,14483468,14876676,15204356,15663105,15728642,17170434,19595266,19922948,20381697,20840451,21692418,24641540,25231362,25296898,25755652,27000834,27066371,28442630,28508161,28901380,29360135,29491208,31260674,31457282,32047106,32243714,32636930,33095682,33947650,34144257,36044801,36765697,36831234,37224450,38404098,38862849,39518210,39649282,40828930,41091073,41353218],"bytesperlimb":[13238276],"bitwise":[2424835,2621441,4194306,5832706,6488081,10813443,14483473,17367041,18415617,21233665,28573698,30998530,34275330,37027843,39780353],"byref":[9175046,19267586,32636930],"binomial":[6488066,9764867,14483458,34406403],"boolean":[458754,6946818,7471106,7536642,8781826,10485762,12910594,15597570,17432578,18677762,19070978,22282242,22740994,25690114,27262978,27590658,27656194,28704770,28835842,30081026,30474242,30539778,31064066,31326210,31653890,31916034,31981570,32112642,32309250,33423362,35520514,37617666],"bases":[18808834,21233666,24117250,26148866],"based":[5308417,8978433,11010050,20381697,21889026,23134210,27983873],"book":[6488065,14483457,38207489],"bytes":[1245189,1638407,3866625,5046274,6488069,7405570,7798787,7995393,10354691,10420226,11403267,13238273,14417922,14483462,14614530,18350083,25034758,25821185,26148867,27066374,28508161,30670849,32047106,32636932,35258369,36044804,37814274,39059459,39321602,39452675,40370178],"bitsperlimb":[41091076],"bin":[20381702,34406402],"base":[1441794,5046283,6488091,10354703,10420232,13434888,14417931,14483483,17694727,18350090,18808844,20381697,21233674,22937621,23855125,24117263,25821195,26148874,28180502,29556758,32047113,35651592,36372489,37814281,39321611,39452681,41353226],"byte":[262146,720898,1245186,3407875,3997701,4784134,4915202,5046278,7077890,8519681,12451845,12648449,16515078,16908290,16973830,18087942,20185092,20250626,20447237,20709382,24182790,25165826,25821193,27066375,27131906,29949958,30670853,31588356,31850499,32505858,32636936,33030149,33357829,33882115,34144260,34734085,35258372,35979270,37683201,39845890,40042502,41222150],"beginning":[24117249],"body":[34144257],"bound":[655361],"bugs":[13369345,34996225,35717121],"bit_index":[6225927,6488068,10747910,14483460,23986182,38469638],"borrows":[22347777,32964609],"buf":[6488068,7405575,14483460,14614535,15859720,21430280],"built":[20381697],"bigger":[1638401,38862849],"build":[20381705],"b1p":[37879814],"borrow":[22478853,23789573,26017797,27197445,27459589,27852805,29163525],"big":[1245185,11141121,15728642,21233665,23461889,24838145,33947649,36962305,41025538,41353217],"behaviour":[40108033],"building":[19857409,20381700,23789569,27394049],"better":[27787265,33488897],"best":[2359297,30801921]}
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||||
{"bit":[786433,1179650,2293762,3014657,3342338,4456449,4718593,5111810,5439517,5636098,5701638,5963778,8650753,9502722,10223618,10289168,11730950,12058626,12124176,12779521,12845060,12910593,13565982,13631489,14745601,15532034,16646146,17498114,18284546,19333121,20512769,20774914,21757958,21889025,24182839,24444930,24510466,24772610,24838157,27197442,27525121,27656194,28966913,29229057,29294605,29622273,31850497,33161217,33751041,33816578,34603009,34996226,36306945,36569090,39124994,39518209,39780358,39845890,40173570,40435714,40960002,41091073],"binary":[1179649,2031617,5439492,13369345,13565956,14876673,17825793,18743297,23658497,24182788,24510465,31653889,32374785,35848193,37748737],"behaves":[2293761,5701633,10223617,10289153,11730945,12124161,12845057,16646145,21757953,24510465,39780353,40435713],"bz2":[24182785],"block":[1769480,4194306,5439493,7667714,9961474,13107203,13565957,16908291,20054017,24182789,25362433,26804229,30932993,31326211,32702466,34734083,34865155,36503555,37027842,37683203,38535171,39583747],"bool":[524292,7274499,7995395,8847364,9240580,9830403,11468803,11665411,15859716,19398660,19595268,19660803,22872067,23396355,25427971,26411011,26869763,27459587,27787267,28573699,29360131,30343171,30736388,31195139,31522819,31588356,31719427,32309251,32768003,35061763,35454979,41353219],"bits":[196610,2752514,2949122,3473410,3538946,3866625,4718594,4784132,5111814,5439499,5963778,6225922,8257538,8781825,8978434,9306114,9371650,9568258,9699330,10027009,10158082,10289153,11141126,11206658,11993090,12124161,12451842,12845057,13565964,13697026,14286850,14745604,14811138,14942210,15597572,16515074,16777218,17235969,20643842,21889028,24182797,24379395,24444932,24510467,24903682,25296898,25493506,25886722,26148870,27197444,27328514,28049416,29229057,29884420,30801922,31326210,31850498,32636930,32702465,33226754,33685511,34734082,35127298,35717121,36306946,36700161,37552129,38338562,38469634,38928386,39714818,40960001,41156610],"bytesperlimb":[11599876],"bitwise":[2293763,2686977,5046274,5439505,5898242,10223619,13565969,17367041,18350081,20774913,24182801,27721730,30408706,32112642,39256065,40435715],"byref":[18677762,24641542,34734082],"binomial":[5439490,11272195,13565954,24182786,40501251],"boolean":[524290,7274498,7995394,8847362,9240578,9830402,11468802,11665410,15859714,19398658,19595266,19660802,22872066,23396354,25427970,26411010,26869762,27459586,27787266,28573698,29360130,30343170,30736386,31195138,31522818,31588354,31719426,32309250,32768002,35061762,35454978,41353218],"bases":[17825794,20774914,21037058,23658498],"based":[5242881,8388609,14090242,21626882,21954562,24182785,27000833],"book":[5439489,13565953,24182785,39387137],"bytes":[1179653,1769479,4194305,5308418,5439493,7536643,7667713,8323074,8519682,9043971,11599873,12058627,13107202,13565958,16580610,19136515,23658499,24182790,24379398,25100289,26804230,29229057,31326210,32571393,32702468,34603009,34734084,35782659,36175875,37683202,38535170,40632322],"bitsperlimb":[37552132],"bin":[24182790,40501250],"base":[1376258,5308427,5439515,8519688,9043983,13107211,13565979,13697032,16318471,17825804,19136522,20774922,21037071,23068693,23658506,24182812,25100299,25624598,28311574,29818901,31326217,35782665,37683211,37748745,38928394,40239112,40632329],"byte":[262146,720898,1179650,3211267,4653062,4718597,5308422,5505026,7405570,8126465,11927553,12779525,13893634,17760262,18153474,18612230,18939910,20381702,21364740,22151173,22675462,24379399,24576002,25100297,25755650,26476547,26935298,28770310,28835846,31457283,32571397,33357828,34603012,34734088,34799621,35717124,36241413,36634626,37224454,37486598,39911425,41091077],"beginning":[21037057],"body":[35717121],"bound":[1572865],"bugs":[13369345,31653889,32374785],"bit_index":[5439492,5701639,11730950,13565956,21757958,24182788,39780358],"borrows":[19070977,33030145],"buf":[5439492,8323079,13565956,14417928,16580615,22347784,24182788],"built":[24182785],"bigger":[1769473,36700161],"build":[24182793],"b1p":[38862854],"borrow":[20971525,23461893,25362437,27590661,28114949,30146565,30539781],"big":[1179649,10027009,16777218,20774913,23134209,29622273,31850497,33554433,37355522,38928385],"behaviour":[37814273],"building":[20054017,24182788,25362433,30932993],"better":[28180481,33882113],"best":[2555905,24182785,31129601]}
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