代码搜索：Multiplication
找到约 1,176 项符合「Multiplication」的源代码
代码结果 1,176
www.eeworm.com/read/174450/9587017
fp matvectorrectmultimultitex.fp
!!FP1.0
#Date:2003/10/23
#try to compute General Matrix - Vector Multiplication Just For TEXRECT
#So this fragment program is shorter than TEX2D
# Vector X ----TEX0
# Vector result ----TEX1
#
www.eeworm.com/read/174450/9587027
fp matvectorrectf.fp
!!FP1.0
#Date:2003/10/23
#try to compute General Matrix - Vector Multiplication Just For TEXRECT
#So this fragment program is shorter than TEX2D
# Vector X ----TEX0
# Vector result----TEX1
#
www.eeworm.com/read/174450/9587063
fp matvectorrect.fp
!!FP1.0
#Date:2003/10/23
#try to compute General Matrix - Vector Multiplication Just For TEXRECT
#So this fragment program is shorter than TEX2D
# Vector X ----TEX0
# Vector result ----TEX1
#
www.eeworm.com/read/459616/7270711
cpp rcmult.cpp
// recursive dynamic programming matrix multiplication chains
// avoid recomputations
#include
#include "make2db.h"
int r[7] = {0, 10, 5, 1, 10, 2, 10};
int **kay, **c;
int C(int i, in
www.eeworm.com/read/136696/13365582
m arith.m
function [B,V]=arith(U1,A1,U2,A2,oper)
%ARITH: Fuzzy Arithmetic, this function returns multiplication, sumation,
% subtraction and devision of two fuzzy numbers and non-fuzzy numbers
% A1 and A2
www.eeworm.com/read/305575/13765369
m matmult.m
function[y]=matmult(m,x,n,str)
%MATMULT Matrix multiplication for arrays of 2 x 2 matrices.
%
% Y=MATMULT(M,X,N) where M and X are 2 x 2 matrices, returns
%
% Y=M*X*N
%
% which is the usu
www.eeworm.com/read/477110/6747940
m mtimes.m
%MTIMES Multiply two quaternion objects
%
% Invoked by the * operator, handle two cases:
%
% q1*q2 standard quaternion multiplication
% q1*v rotate vector v by quaternion
% q1*s multiply vector v by s
www.eeworm.com/read/216502/4891687
s lmul.s
/
/ 32-bit multiplication routine for fixed pt hardware.
/ Implements * operator
/ Credit to an unknown author who slipped it under the door.
.globl lmul
.globl csv, cret
lmul:
jsr r5,csv
mov 6(r5
www.eeworm.com/read/444529/1732381
bat runme.bat
REM Compare to the accerelerated version.
REM INTEL SIMD improves the multiplication speed once inner dimensions are larger than 10.
REM e.g. run a test with 10x10 * 10x10, 100000 times and compare