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凸优化、半定规划相关Matlab工具包总结(部分为CC)

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凸优化、半定规划相关Matlab工具包总结(部分为CC) 本文关键词:工具包,优化,规划,相关,CC

凸优化、半定规划相关Matlab工具包总结(部分为CC) 本文简介:SoftwareForsomecodesabenchmarkonproblemsfromSDPLIBisavailableatArizonaStateUniversity.·CSDP4.9,byBrianBorchers(report1998,report2001).Healsomaintainsa

凸优化、半定规划相关Matlab工具包总结(部分为CC) 本文内容:

Software

For

some

codes

a

benchmark

on

problems

from

SDPLIB

is

available

at

Arizona

State

University.

·

CSDP

4.9,by

Brian

Borchers

(report

1998,report

2001).

He

also

maintains

a

problem

library,SDPLIB.

·

CVX,version

1.1,by

M.

Grant

and

S.

Boyd.

Matlab

software

for

disciplined

convex

programming.

·

DSDP

5.6,by

S.

J.

Benson

and

Y.

Ye,parallel

dual-scaling

interior

point

code

in

C

(manual);

source

and

excutables

available

from

Benson

s

homepages.

·

GloptiPoly3,by

D.

Henrion,J.-B.

Lasserre

and

J.

Loefberg;

a

Matlab/SeDuMi

add-on

for

LMI-relaxations

of

minimization

problems

over

multivariable

polynomial

functions

subject

to

polynomial

or

integer

constraints.

·

LMITOOL-2.0

of

the

Optimization

and

Control

Group

at

ENSTA.

·

MAXDET,by

Shao-po

Wu,L.

Vandenberghe,and

S.

Boyd.

Software

for

determinant

maximization.

(see

also

rmd)

·

NCSOStools,by

K.

Cafuta,I.

Klep,and

J.

Povh.

An

open

source

Matlab

toolbox

for

symbolic

computation

with

polynomials

in

noncommuting

variables,to

be

used

in

combination

with

sdp

solvers.

·

PENNON-1.1

by

M.

Kocvara

and

M.

Stingl.

It

implements

a

penalty

method

for

(large-scale,sparse)

nonlinear

and

semidefinite

programming

(see

their

report),and

is

based

on

the

PBM

method

of

Ben-Tal

and

Zibulevsky.

·

PENSDP

v2.0

and

PENBMI

v2.0,by

TOMLAB

Optimization

Inc.,a

MATLAB

interface

for

PENNON.

·

rmd,by

the

Geometry

of

Lattices

and

Algorithms

group

at

University

of

Magdeburg,for

making

solutions

of

MAXDET

rigorous

by

approximating

primal

and

dual

solution

by

rationals

and

testing

for

feasibility.

·

SBmethod

(Version

1.1.3),by

C.

Helmberg.

A

C++

implementation

of

the

spectral

bundle

method

for

eigenvalue

optimization.

·

SDLS

by

D.

Henrion

and

J.

Malick.

Matlab

package

for

solving

least-squares

problems

over

convex

symmetric

cones.

·

SDPA

(version

7.1.2),initiated

by

the

group

around

Masakazu

Kojima.

·

SDPHA

does

not

seem

to

be

available

any

more

(it

was

package

by

F.

A.

Potra,R.

Sheng,and

N.

Brixius

for

use

with

MATLAB).

·

SDPLR

(version

1.02,May

2005)

by

Sam

Burer,a

C

package

for

solving

large-scale

semidefinite

programming

problems.

·

SDPpack

is

no

longer

supported,but

still

available.

Version

0.9

BETA,by

F.

Alizadeh,J.-P.

Haeberly,M.

V.

Nayakkankuppam,M.

L.

Overton,and

S.

Schmieta,for

use

with

MATLAB.

·

SDPSOL

(version

beta),by

Shao-po

Wu

Mathematics

and

Computer

Science

Division;

Argonne

National

Laboratory;

Argonne,IL;

March

2002.

opt-online

·

S.

Benson.

“Parallel

Computing

on

Semidefinite

Programs“,Preprint

ANL/MCS-P939-0302;

Mathematics

and

Computer

Science

Division

Argonne

National

Laboratory

9700

S.

Cass

Avenue

Argonne,IL,60439;

March

2002.

opt-online

·

D.

Henrion

and

J.

B.

Lasserre.

“GloptiPoly

-

Global

Optimization

over

Polynomials

with

Matlab

and

SeDuMi“,LAAS-CNRS

Research

Report,February

2002.

opt-online

·

M.

Kocvara

and

M.

Stingl.

“PENNON

-

A

Generalized

Augmented

Lagrangian

Method

for

Semidefinite

Programming“,Research

Report

286,Institute

of

Applied

Mathematics,University

of

Erlangen,2001.

opt-online

·

D.

Peaucelle,D.

Henrion,and

Y.

Labit.

“User

s

Guide

for

SeDuMi

Interface

1.01“,Technical

report

number

01445

LAAS-CNRS

:

7

av.

du

Colonel

Roche,31077

Toulouse

Cedex

4,FRANCE

November

2001.

opt-online

·

Jos

F.

Sturm.

“Using

SEDUMI

1.02,a

MATLAB

Toolbox

for

Optimization

Over

Symmetric

Cones

(Updated

for

Version

1.05)“,October

2001.

opt-online

·

Hans

D.

Mittelmann.

“An

Independent

Benchmarking

of

SDP

and

SOCP

Solvers“,Technical

Report,Dept.

of

Mathematics,Arizona

State

University,July

2001.

opt-online

·

K.

Fujisawa,M.

Fukuda,M.

Kojima

and

K.

Nakata.

“Numerical

Evaluation

of

SDPA“,Research

Report

B-330,Department

of

Mathematical

and

Computing

Sciences,Tokyo

Institute

of

Technology,Oh-Okayama,Meguro-ku,Tokyo

152,September

1997.

ps.Z-file

(ftp)

or

dvi.Z-file

(ftp)

·

L.

Mosheyev

and

M.

Zibulevsky.

“Penalty/Barrier

Multiplier

Algorithm

for

Semidefinite

Programming:

Dual

Bounds

and

Implementation“,Research

Report

#1/96,Optimization

Laboratory,Technion,November

1996.

ps-file

(http)

Due

to

several

requests

I

have

asked

G.

Rinaldi

for

permission

to

put

his

graph

generator

on

this

page.

Here

it

is:

rudy

(tar.gz-file)

Last

modified:

Tue

Oct

26

15:10:14

CEST

2010

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