Application of Linear Programming

London András: Application of Linear Programming. (2019) [Note, textbook]

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English title

Application of Linear Programming

Abstract

A tananyag célja egy átfogó bevezetés – elsősorban példákon keresztül - a lineáris programozás elméletébe, továbbá lineáris programozási feladatként felírható valós problémák megoldásának tárgyalása. Külön figyelmet fordítunk hálózati problémák, gazdasági feladatok, sztochasztikus problémák, illetve játékelméleti modellek bemutatására és megoldására. Rövid bevezetőt adunk továbbá az AMPL programozási nyelv bemutatására a tárgyalt feladatok számítógépes megoldásán keresztül.

English abstract

The aim of the lecture notes is to provide an introduction to basic and some advanced theory of linear programming, and to present and solve real-life problems that can be described as linear programs. Special attention is paid for network problems, optimization in finance and stochastic problems, game theoretical models. A brief introduction to problem solving using the programming language AMPL is also provided.

Item Type: Note, textbook
English title: Application of Linear Programming
Date: 2019. June
Publisher: Szegedi Tudományegyetem
Place of Publication: Szeged
Number of Pages: 134
Language: English
Pedagogic Type: note, book
Organization level: önálló tantárgy, kurzus
Difficulty level: 4
End user role:
Training typeEducational type
MSc/MA/OMfull-time
MSc/MA/OMcorrespondence courses
Task Purpose: Knowledge of advanced theory and application of linear programming
Projects: EFOP-3.4.3-16-2016-00014
Subproject: AP2
Subtopic: AP2_TTIK_2
Department: Informatikai Intézet, Számítógépes Optimalizálás Tanszék
Faculty: Faculty of Science and Informatics
Course code: IMEN102E-1, IMEN102G-1
Course name: Application of Linear Programming
Uncontrolled Keywords: lineáris programozás, matematikai modellezés
Uncontrolled English Keywords: Linear Programming, Mathematical modelling
Subjects: 01. Natural sciences > 01.01. Mathematics > 01.01.01. Pure mathematics, applied mathematics
01. Natural sciences > 01.01. Mathematics > 01.01.01. Pure mathematics, applied mathematics > 01.01.01.20. Application of mathematics in sciences
01. Natural sciences > 01.02. Computer and information sciences > 01.02.01. Computer sciences, information science and bioinformatics > 01.02.01.21. Scientific computing, simulation and modelling tools
Date Deposited: 2019. Jul. 03. 11:50
Last Modified: 2019. Jul. 03. 11:50
URI: https://eta.bibl.u-szeged.hu/id/eprint/2153

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