代码搜索：Matrix
找到约 10,000 项符合「Matrix」的源代码
代码结果 10,000
www.eeworm.com/read/140739/13064281
inl linearequation.inl
//LinearEquation.inl 线性方程(组)求解函数(方法)定义
// Ver 1.0.0.0
// 版权所有(C) 何渝, 2002
// 最后修改: 2002.5.31
#ifndef _LINEAREQUATION_INL
#define _LINEAREQUATION_INL
//全选主元高斯消去法
template
int L
www.eeworm.com/read/140399/13083544
txt id3算法源程序(c语言).txt
PROTO.H
NEGENTROPY negentropy ( REAL **, UINT, NODE*, UINT );
void print_tree ( NODE* , CHAR** );
void free_tree ( NODE * );
NODE* ID3 ( MATRIX * , NODE* , UINT , UINT );
void err_exit ( CHAR* ,
www.eeworm.com/read/326727/13120180
h jama_qr.h
#ifndef JAMA_QR_H
#define JAMA_QR_H
#include "tnt_array1d.h"
#include "tnt_array2d.h"
#include "tnt_math_utils.h"
namespace JAMA
{
/**
Classical QR Decompisition:
for an m-by-n matrix A wi
www.eeworm.com/read/139775/13134957
m eigen_filtering.m
function [s,w,g] = eigen_filtering(y,p,mu);
% Given a 1D noisy sequence y, the order p of
% the ARMA(p,p) model and the regularization parameter mu
% this function computes the clean signal s, an es
www.eeworm.com/read/326313/13148500
m iszero.m
function yesno = iszero(S)
% ISZERO -- checks whether a symbolic matrix contains only zeros
%
% yesno = iszero(S)
%
% If the symbolic matrix S contains only entries which can be
% converted to
www.eeworm.com/read/326313/13148552
m longinv.m
function Pinv = longinv(P)
% LONGINV -- brute force inverse of matrix polynomial
%
% Pinv = longinv(P)
%
% Caution: this is done by the adjoint formula for matrix inverses
% (Cramer's r
www.eeworm.com/read/326313/13148568
m vertcat.m
function P = vertcat(varargin)
% VERTCAT -- vertical concatenation of matrix polynomials
%
% P = vertcat(P1,P2,P3,...)
% P = [P1;P2;P3,...]
%
% This function is not meant to be c
www.eeworm.com/read/326313/13148578
m mpolyval.m
function Y = mpolyval(P,X)
% MPOLYVAL - evaluate matrix polynomial
%
% Y = mpolyval(P,X)
%
% If X is a numerical or symbolic array, evaluate the matrix polynomial P
% at these values.
www.eeworm.com/read/326313/13148663
m set.m
function P = set(P,varargin)
% SET - set field of matrix polynomial
%
% P = set(P,'field1',value1,'field2',value2,...)
%
% This is the same as
%
% P.field1 = value1;
%
www.eeworm.com/read/326313/13148674
m tril.m
function P = tril(P,varargin)
% TRIL -- set upper triangle in matrix polynomial to zero
%
% P = tril(P)
% P = tril(P,k)
%
% Set all values above the kth diagonal to zero. This ex