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Solving Bilevel Linear Multiobjective Programming Problems

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Author(s): Calice Olivier Pieume | Patrice Marcotte | Laure Pauline Fotso | Patrick Siarry

Journal: American Journal of Operations Research
ISSN 2160-8830

Volume: 01;
Issue: 04;
Start page: 214;
Date: 2011;
Original page

Keywords: Multiobjective Programming | Bilevel Programming | Feasible Solution | Pareto-Optimal Solutions

ABSTRACT
This study addresses bilevel linear multi-objective problem issues i.e the special case of bilevel linear programming problems where each decision maker has several objective functions conflicting with each other. We introduce an artificial multi-objective linear programming problem of which resolution can permit to generate the whole feasible set of the upper level decisions. Based on this result and depending if the leader can evaluate or not his preferences for his different objective functions, two approaches for obtaining Pareto- optimal solutions are presented.

Tango Jona
Tangokurs Rapperswil-Jona

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