代码搜索:fprintf

找到约 10,000 项符合「fprintf」的源代码

代码结果 10,000
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m nrflow.m

%牛顿——拉夫逊法进行潮流计算 %n=input('请输入节点数:n='); %nl=input('请输入支路数:nl='); %isb=input('请输入平衡母线节点号:isb='); %pr=input('请输入误差精度:pr='); %iternu=input('请输入迭代次数:iternu='); %B1=input('请输入由支路参数形成的矩阵: B1='); %B2=i
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c pmatlib.c

/********************* * * pmatlib.c -- linear algebra library * using pointer-allocated matrices and vectors * * Todd K. Moon, Utah State University (and other sources) *******************
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m galdecode.m

function x = galdecode(A,p1,Nloop) % Do belief propagation on the Gallager code described by the % parity check matrix A, using the prior probabilities in p1. % At most Nloop decoding iterations are
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m gdl.m

% a Generalized distributive law message passing algorithm % This actually deals with junction trees instead of factor % graphs, so it is somewhat more general. % See: Aji and McEliece, The Generaliz
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m ldpclogdec.m

function x = loggaldecode(A,r,Nloop,Lc) % function x = loggaldecode(A,r,Nloop,Lc) % % Do log-likelihood decoding on a low-density parity check code % A = parity check matrix % r = received signal ve
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m makeb.m

% Make the B matrix for an example code % Copyright 2004 by Todd K. Moon % Permission is granted to use this program/data % for educational/research only outputs = [0 2 4 6 5 7 1 3 2 0
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m latexform.m

function latexform(fid,X,nohfill) % function latexform(fid,X,[nohfill]) % display a matrix X in latex form [n,m] = size(X); if(nargin == 3) nohfill = 1; else nohfill = 0; end fprintf(fid,'\\begin{
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m splatexform.m

function latexform(fid,X,nohfill) % function latexform(fid,X,[nohfill]) % display a matrix X in latex form [n,m] = size(X); if(nargin == 3) nohfill = 1; else nohfill = 0; end fprintf(fid,'\\begin{
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c syslinux.c

/* ----------------------------------------------------------------------- * * * Copyright 2003 Lars Munch Christensen - All Rights Reserved * Copyright 1998-2004 H. Peter Anvin - All Rights
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c,v cjpeg.c,v

head 1.1; access; symbols; locks jliang:1.1; strict; comment @ * @; 1.1 date 2000.05.18.13.43.09; author jliang; state Exp; branches; next ; desc @Original code. @ 1.1 log @Initial revision @ t