PIETOOLS 2020a

Sachin Shivakumar; Matthew Peet; Amritam Das

PIETOOLS 2020a

Sachin Shivakumar, Matthew Peet, Amritam Das

Research output: Non-textual form › Software › Academic

Abstract

PIETOOLS is a free MATLAB toolbox for formulating and solving Linear PI Inequalities (LPIs) programs. PIETOOLS can be used to define 3-PI or 4-PI operators, declare 3-PI or 4-PI operators variables (postive semidefinite or indefinite), add operator inequality constraints, and solve LPI optimization problems. The interface is inspired by YALMIP and the program structure is based on that used by SOSTOOLS. By default the LPIs are solved using SeDuMi.

Original language	English
Media of output	Online
Publication status	Published - 2 Jul 2020

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http://control.asu.edu/pietools/

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title = "PIETOOLS 2020a",

abstract = "PIETOOLS is a free MATLAB toolbox for formulating and solving Linear PI Inequalities (LPIs) programs. PIETOOLS can be used to define 3-PI or 4-PI operators, declare 3-PI or 4-PI operators variables (postive semidefinite or indefinite), add operator inequality constraints, and solve LPI optimization problems. The interface is inspired by YALMIP and the program structure is based on that used by SOSTOOLS. By default the LPIs are solved using SeDuMi.",

author = "Sachin Shivakumar and Matthew Peet and Amritam Das",

year = "2020",

month = jul,

day = "2",

language = "English",

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TY - ADVS

T1 - PIETOOLS 2020a

AU - Shivakumar, Sachin

AU - Peet, Matthew

AU - Das, Amritam

PY - 2020/7/2

Y1 - 2020/7/2

N2 - PIETOOLS is a free MATLAB toolbox for formulating and solving Linear PI Inequalities (LPIs) programs. PIETOOLS can be used to define 3-PI or 4-PI operators, declare 3-PI or 4-PI operators variables (postive semidefinite or indefinite), add operator inequality constraints, and solve LPI optimization problems. The interface is inspired by YALMIP and the program structure is based on that used by SOSTOOLS. By default the LPIs are solved using SeDuMi.

AB - PIETOOLS is a free MATLAB toolbox for formulating and solving Linear PI Inequalities (LPIs) programs. PIETOOLS can be used to define 3-PI or 4-PI operators, declare 3-PI or 4-PI operators variables (postive semidefinite or indefinite), add operator inequality constraints, and solve LPI optimization problems. The interface is inspired by YALMIP and the program structure is based on that used by SOSTOOLS. By default the LPIs are solved using SeDuMi.

M3 - Software

ER -

PIETOOLS 2020a

Abstract

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