代码搜索：Multiplication
找到约 1,176 项符合「Multiplication」的源代码
代码结果 1,176
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c mrmonty.c
/*
* MIRACL Montgomery's method for modular arithmetic without division.
* mrmonty.c
*
* Programs to implement Montgomery's method
* See "Modular Multiplication Without Trial Divisi
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c mrmonty.c
/*
* MIRACL Montgomery's method for modular arithmetic without division.
* mrmonty.c
*
* Programs to implement Montgomery's method
* See "Modular Multiplication Without Trial Divisi
www.eeworm.com/read/100612/15868903
c mrmonty.c
/*
* MIRACL Montgomery's method for modular arithmetic without division.
* mrmonty.c
*
* Programs to implement Montgomery's method
* See "Modular Multiplication Without Trial Divisi
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m mulnd.m
function [Pnum,Pden]=mulnd(P1n,P1d,P2n,P2d,typ)
% MULND Multiplication of two numerator and denominator matrices.
% MULND(P1N,P1D,P2N,P2D) produces the correlated multiplication of P1N,P1D,
%
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m mulnd.m
function [Pnum,Pden]=mulnd(P1n,P1d,P2n,P2d,typ)
% MULND Multiplication of two numerator and denominator matrices.
% MULND(P1N,P1D,P2N,P2D) produces the correlated multiplication of P1N,P1D,
%
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cpp ex1204.cpp
// Programming with C++ by John R. Hubbard
// Copyright McGraw-Hill, 2000
// Example 12.4 on page
// The multiplication operator for the Ratio class
#include
using namespace std
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h monomialmaps.h
// mapping indices for monomial multiplication. generated
// with the matlab script generate_mult_indices.m
// n.b!!! these indices need to be subtracted by 1!!!!!!!!!!!
#ifndef MONOMIALMAPS
#define M
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cpp fig10_46.cpp
/**
* Compute optimal ordering of matrix multiplication.
* c contains the number of columns for each of the n matrices.
* c[ 0 ] is the number of rows in matrix 1.
* The minimum number of mult
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c ex4_01.c
/*Exercise 4.1 Generate a multiplication table */
#include
int main(void)
{
int table_size = 0; /* Table size */
printf("Enter the table size (from
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java testmultable.java
// TestMulTable.java: Display a multiplication table
public class TestMulTable
{
// Main method
public static void main(String[] args)
{
// Get start time
long startTime = System.