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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m itermult.m

function [u,lambda] = iterMult(A,x,nit) % iterMult Iterated multiplication of a vector by a matrix: u = A*A*...*A*x % % Synopsis: u = iterMult(A,x,nit) % [u,lambda] = iterMul
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frm multiplicationform.frm

VERSION 5.00 Begin VB.Form MultiplicationForm BackColor = &H00FF8080& Caption = "Polynomial multiplication " ClientHeight = 6285 ClientLeft = 60 Cli
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txt makemcs.txt

This file offers some guidance for developers who need to create assembly language Macros for an unsupported processor to support the Comba or KCM methods for modular multiplication. Note that the
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c galois.c

/***************************** * * * Multiplication and Arithmetic on Galois Field GF(256) * * From Mee, Daniel, "Magnetic Recording, Volume III", Ch. 5 by Patel. * * (c) 1991 Henry Minsky *
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cpp norecomputationdpmatrixchain.cpp

// Second version of recursive dynamic programming solution for // the matrix multiplication chains problem, this version // computes each c(i,j) at most once #include #include "ma
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cpp iterativedpmatrixchain.cpp

// iterative version of dynamic programming solution for // the matrix multiplication chains problem #include #include "make2dArray.h" using namespace std; // global variables
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cpp norecomputationdpmatrixchain.cpp

// Second version of recursive dynamic programming solution for // the matrix multiplication chains problem, this version // computes each c(i,j) at most once #include #include "ma
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cpp iterativedpmatrixchain.cpp

// iterative version of dynamic programming solution for // the matrix multiplication chains problem #include #include "make2dArray.h" using namespace std; // global variables
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c galois.c

/***************************** * * * Multiplication and Arithmetic on Galois Field GF(256) * * From Mee, Daniel, "Magnetic Recording, Volume III", Ch. 5 by Patel. * * (c) 1991 Henry Minsky *
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br reduce.br

// reduce.br // A stress-test for reduction functionality. // The matrix-multiplication operation is associative // but not commutative, so this test confirms // that a runtime correctly groups elemen