代码搜索：sprintf

找到约 7,065 项符合「sprintf」的源代码

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cpp loadsave.cpp

//******************************************** // 进度 相关函数 // 创建于2000年10月09日 //******************************************** #include "stdio.h" #include "..\gamelib\goldpoint2.h" #include "..\int
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www.eeworm.com/read/118820/14853690

t 10_kcluster.t

my ($last_test,$loaded); ######################### We start with some black magic to print on failure. use lib '../blib/lib','../blib/arch'; BEGIN { $last_test = 36; $| = 1; print "1..$last_test\n"
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cpp unit1.cpp

//--------------------------------------------------------------------------- #include #pragma hdrstop #include "Unit1.h" //------------------------------------------------------------
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cpp unit1.cpp

//--------------------------------------------------------------------------- #include #pragma hdrstop #include "Unit1.h" //------------------------------------------------------------
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m sor.m

%Successive Over Relaxation迭代程序 function [x,sp]=sor(a,b,n,x1,w) %误差 e=ones(n,1); %迭代的解向量 x2=zeros(n,1); %迭代的次数 k=0; %当误差没有满足要求时继续迭代 while norm(e,2)>1e-6 %每隔5步显示迭代结果 if (rem(k,5)==0)
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m jac.m

%Jacobian迭代程序 function [x,sp]=jac(a,b,n,x1) %误差 e=ones(n,1); %迭代的解向量 x2=zeros(n,1); %迭代的次数 k=0; %当误差没有满足要求时继续迭代 while norm(e,2)>1e-6 %每隔5步显示迭代结果 if (rem(k,5)==0) str=sprintf('X
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m sor.m

%Successive Over Relaxation迭代程序 function [x,sp]=sor(a,b,n,x1,w) %误差 e=ones(n,1); %迭代的解向量 x2=zeros(n,1); %迭代的次数 k=0; %当误差没有满足要求时继续迭代 while norm(e,2)>1e-6 %每隔5步显示迭代结果 if (rem(k,5)==0)
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www.eeworm.com/read/219067/14896407

m jac.m

%Jacobian迭代程序 function [x,sp]=jac(a,b,n,x1) %误差 e=ones(n,1); %迭代的解向量 x2=zeros(n,1); %迭代的次数 k=0; %当误差没有满足要求时继续迭代 while norm(e,2)>1e-6 %每隔5步显示迭代结果 if (rem(k,5)==0) str=sprintf('X
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www.eeworm.com/read/218623/14912090

m mil_run.m

function run = MIL_run(classifier) warning('off','MATLAB:colon:operandsNotRealScalar'); % clear global preprocess; global preprocess; global temp_train_file temp_test_file temp_output_file te
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www.eeworm.com/read/218361/14925561

m eigs2.m

function varargout = eigs2(varargin) % % Slightly modified version from matlab eigs, Timothee Cour, 2004 % % EIGS Find a few eigenvalues and eigenvectors of a matrix using ARPACK. % D = EIG
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