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 p1_1.m

% P1_1.M Vector Multiplication echo on a=[1,2,3,4] b=[0.1 0.2 0.3 0.4] % (a) d=2*a % (b) Element by element multiply f=a.*b echo off
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s reg_u_mul.s

.file "reg_u_mul.S" /* * reg_u_mul.S * * Core multiplication routine * * * Copyright (C) 1992,1993,1994 * W. Metzenthen, 22 Parker St, Ormond, Vic 3163, *
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h complex_math.h

//complex_math.h // // Project Red 2002: High Performance OFDM Modem // Against Channel Imperfections // Auther: Linus Falk void complex_multiplication(float xy[2], float ab[2]); void compl
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c spmult.c

/* spmult.c Written by Daniel Lee, 2000 See http://journalclub.mit.edu/jclub/home, under Computational Neuroscience c = spmult(a,b,ic,jc) Performs matrix multiplication c=a*b, but ev
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m convfft.m

function [out] = convfft(z1,z2) %CONVFFT FFT-based convolution and polynomial multiplication. % C = CONVFFT(A, B) convolves vectors A and B. The resulting % vector is length LENGTH(A)+LENGTH
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fp matvectorrect4.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 #this one is for 4 channels computations # Vector
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fp bolzmatvectorrectlast.fp

!!FP1.0 #Date:2003/12/31 #try to compute sparse Matrix - Vector Multiplication Just For TEXRECT # Vector X ----TEX0 # Diagonal Element ----TEX1 -- AiiTexID // record the diagonal elements #
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fp multibolzmatvectorrectlast.fp

!!FP1.0 #Date:2003/12/31 #try to compute sparse Matrix - Vector Multiplication Just For TEXRECT # Vector X ----TEX0 # Diagonal Element ----TEX1 -- AiiTexID // record the diagonal elements #
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fp matvectorrect4.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 #this one is for 4 channels computations # Vector
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fp bolzmatvectorrectlast.fp

!!FP1.0 #Date:2003/12/31 #try to compute sparse Matrix - Vector Multiplication Just For TEXRECT # Vector X ----TEX0 # Diagonal Element ----TEX1 -- AiiTexID // record the diagonal elements #
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