Tropical optimization problems. Solution techniques and application examples

Research output

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Abstract

We consider unconstrained and constrained problems formulated in the
framework of tropical algebra to minimize nonlinear functions defined on vectors
over an idempotent semifield. We give a brief overview of known problems and
existing solution methods. Applications in project scheduling, location analysis
and decision making are discussed.
Original languageEnglish
Pages8
Publication statusPublished - 2016
Event6th INFORMS Optimization Society Conference: Optimization and Learning: New Problems, New Challenges - Princeton University, Department of Operations Research and Financial Engineering, Princeton, NJ
Duration: 17 Mar 201619 Mar 2016
Conference number: 6
https://orfe.princeton.edu/conferences/ios2016/

Conference

Conference6th INFORMS Optimization Society Conference
Abbreviated titleIOS 2016
CountryUnited States
CityPrinceton, NJ
Period17/03/1619/03/16
Internet address

Fingerprint

Optimization Problem
Semifield
Project Scheduling
Nonlinear Function
Idempotent
Decision Making
Minimise
Algebra
Decision making
Project scheduling
Location decision
Optimization problem

Scopus subject areas

  • Control and Optimization
  • Management Science and Operations Research

Cite this

Кривулин, Н. К. (2016). Tropical optimization problems. Solution techniques and application examples. 8. Abstract from 6th INFORMS Optimization Society Conference, Princeton, NJ, .
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note = "6th INFORMS Optimization Society Conference : Optimization and Learning: New Problems, New Challenges , IOS 2016 ; Conference date: 17-03-2016 Through 19-03-2016",
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Tropical optimization problems. Solution techniques and application examples. / Кривулин, Николай Кимович.

2016. 8 Abstract from 6th INFORMS Optimization Society Conference, Princeton, NJ, .

Research output

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Кривулин НК. Tropical optimization problems. Solution techniques and application examples. 2016. Abstract from 6th INFORMS Optimization Society Conference, Princeton, NJ, .