代码搜索：Matrix
找到约 10,000 项符合「Matrix」的源代码
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www.eeworm.com/read/114395/15055030
m felpaxt3.m
function [k]=felpaxt3(r1,z1,r2,z2,r3,z3)
%-------------------------------------------------------------------
% Purpose:
% element matrix for axisymmetric Laplace equation
% using three
www.eeworm.com/read/215113/15074890
m anal1.m
function [E,Nc,mCe,mC,T] = anal1(M,D,st,s);
%
% Ph.D. Thesis
% Copyright by Leandro Nunes de Castro
% March, 2000
% Immune Network (iNet) - Description in iNet.doc
% Function determines the Mi
www.eeworm.com/read/215109/15075012
m anal1.m
function [E,Nc,mCe,mC,T] = anal1(M,D,st,s);
%
% Ph.D. Thesis
% Copyright by Leandro Nunes de Castro
% March, 2000
% Immune Network (iNet) - Description in iNet.doc
% Function determines the Mi
www.eeworm.com/read/214923/15082914
m latentlssvm.m
function [zt,model] = latentlssvm(varargin)
% Calculate the latent variables of the LS-SVM classifier at the given test data
%
% >> Zt = latentlssvm({X,Y,'classifier',gam,sig2,kernel}, {alpha,b}, Xt)
www.eeworm.com/read/213502/15133113
m ex892.m
%----------------------------------------------------------------------------%
% Example 8.9.2 %
% to solve a static beam deflection usin
www.eeworm.com/read/213502/15133119
m ex891.m
%----------------------------------------------------------------------------%
% Example 8.9.1 %
% to solve a static beam deflection usin
www.eeworm.com/read/213502/15133149
m felpaxt3.m
function [k]=felpaxt3(r1,z1,r2,z2,r3,z3)
%-------------------------------------------------------------------
% Purpose:
% element matrix for axisymmetric Laplace equation
% using three
www.eeworm.com/read/212047/15166881
texi eigen.texi
@cindex eigenvalues and eigenvectors
This chapter describes functions for computing eigenvalues and
eigenvectors of matrices. There are routines for real symmetric and
complex hermitian matrices, and
www.eeworm.com/read/209404/15220603
m chaosong.m
function [X,n]=chaosong(A,b,X0,omige,e,N0)
% input A is an N*N nonsingular matrix
% b is an N*1 matrix
% e is the tolerance for iterations
% X0 is an N*1 matrix,the initial guess
www.eeworm.com/read/209404/15220605
asv jacobi.asv
function [X,n]=jacobi(A,b,X0,e,N0)
% input A is an N*N nonsingular matrix
% b is an N*1 matrix
% e is the tolerance for iterations
% output X is an N*1 matrix; the jacobi iterations ap