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tex glpk01.tex
%* glpk01.tex *%
\chapter{Introduction}
GLPK (\underline{G}NU \underline{L}inear \underline{P}rogramming
\underline{K}it) is a set of routines written in the ANSI C programming
language and organize
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tex glpk04.tex
%* glpk04.tex *%
\chapter{Advanced API Routines}
\section{LP basis and simplex tableau routines}
\label{lpbasis}
\subsection{Background}
\label{subsecbasbgd}
Using vector and matrix notations LP p
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txt rfc747.txt
NWG/RFC# 747 MRC 21-MAR-78 44015
Recent Extensions to the SUPDUP Protocol
Network Working Group Mark Crispin
Request f
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txt rfc1369.txt
Network Working Group F. Kastenholz
Request for Comments: 1369 FTP Software
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h vms.h
/* Output variables, constants and external declarations, for GNU compiler.
Copyright (C) 1988, 1994, 1995 Free Software Foundation, Inc.
This file is part of GNU CC.
GNU CC is free software; you
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m contents.m
% NMM toolbox: routines for demonstration of programming constructs
%
% addmult Compute sum and product of two matrices
% binSearch.c C source code for binSearch.mex --- see also binSearch.m
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m contents.m
% NMM toolbox: routines for demonstration of programming constructs
%
% addmult Compute sum and product of two matrices
% binSearch.c C source code for binSearch.mex --- see also binSearch.m
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m maxgauss.m
function [u,v,p,r] = maxgauss(m,c,d)
%MAXGAUSS determine gaussian approximation to max of a gaussian vector [p,u,v,r]=(m,c,d)
%
% Inputs:
% m(N,1) is the mean vector of length N
% c(N
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m maxgauss.m
function [u,v,p,r] = maxgauss(m,c,d)
%MAXGAUSS determine gaussian approximation to max of a gaussian vector [p,u,v,r]=(m,c,d)
%
% Inputs:
% m(N,1) is the mean vector of length N
% c(N
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m maxgauss.m
function [u,v,p,r] = maxgauss(m,c,d)
%MAXGAUSS determine gaussian approximation to max of a gaussian vector [p,u,v,r]=(m,c,d)
%
% Inputs:
% m(N,1) is the mean vector of length N
% c(N