代码搜索:Matrices

找到约 3,616 项符合「Matrices」的源代码

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m mpt_project_back_equality.m

function [Fi,Gi,details] = mpt_project_back_equality(Matrices,Fi,Gi,details,OriginalMatrices); if isempty(Matrices.getback) return else %Original solution given by S1*z+S2*x+S3 S1 = M
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m mycell2mat.m

function [m] = mycell2mat(c) %CELL2MAT Combine a cell array of matrices into one matrix. % % Synopsis % % m = cell2mat(c) % % Description % % M = CELL2MAT(C) % C - Cell array of matrices: {M11
www.eeworm.com/read/375111/9372351

c jacobi.c

/***** program jacobi *****/ /* generalized jacobi's method */ /* for symmetric matrices */ /* t.r.chandrupatla and a.d.belegundu */ /***************************
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c geneigen.c

/***** program geneigen *****/ /* tridiagonalization and Wilkinson */ /* shift approach for symmetric matrices */ /* t.r.chandrupatla and a.d.belegundu */ /***************
www.eeworm.com/read/449504/7502531

m tsprint_d.m

% PURPOSE: Examples of using tsprint() % to print matrices with variable name labels % and row labels for time-series dates %--------------------------
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ac configure.ac

# Process this file with autoconf to produce a configure script. AC_INIT AC_CONFIG_SRCDIR([src/matrices/matrices.c]) AC_CONFIG_HEADER(src/config.h) MPB_VERSION=1.4.2 AC_SUBST(MPB_VERSION) AC_MSG_CHE
www.eeworm.com/read/427233/8959602

m lprogram.m

% the program is with the linear programming % please input the parameter matrices and the standard form of the matlab optimization:"min" & "
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m qprogram.m

% the program is with the quadratic programming % please input the parameter matrices and the standard form of the matlab optimization: input('the program is with the quadratic programming') m=
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m unpfun1.m

% the program is with the unconstrained nonlinear programming % please input the parameter matrices and the standard form of the matlab optimization % The programming is to solve a particular exam
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m matmul.m

function out = matmul(x,y) % PURPOSE: performs matrix multiplication even if matrices % are not of the same dimension, but are row or % column compatible %-----------------------