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Metaheuristics for Bi-level Optimization

✍ Scribed by Talbi, El-Ghazali


Publisher
Springer Berlin Heidelberg : Imprint: Springer
Year
2013
Tongue
English
Leaves
298
Series
Studies in Computational Intelligence 482
Edition
1st ed
Category
Library

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✦ Synopsis


This book provides a complete background on metaheuristics to solve complex bi-level optimization problems (continuous/discrete, mono-objective/multi-objective) in a diverse range of application domains. Readers learn to solve large scale bi-level optimization problems by efficiently combining metaheuristics with complementary metaheuristics and mathematical programming approaches. Numerous real-world examples of problems demonstrate how metaheuristics are applied in such fields as networks, logistics and transportation, engineering design, finance and security.;A taxonomy of metaheuristics for bi-level optimization -- A genetic algorithm for power system vulnerability analysis under multiple contingencies -- A bilevel particle swarm optimization algorithm for supply chain management problems -- CoBRA: A coevolutionary metaheuristic for bi-level optimization -- A matheuristic for leader-follower games involving facility location-protection-interdiction decisions -- A metaheuristic framework for bi-Level programming problems with multi-disciplinary applications -- Matheuristics and Exact Methods for the Discrete (r|p)-Centroid Problem -- Exact solution methodologies for linear and (mixed) integer bilevel programming -- Bilevel multi-Objective optimization and decision making.

✦ Table of Contents


A taxonomy of metaheuristics for bi-level optimization --
A genetic algorithm for power system vulnerability analysis under multiple contingencies --
A bilevel particle swarm optimization algorithm for supply chain management problems --
CoBRA: A coevolutionary metaheuristic for bi-level optimization --
A matheuristic for leader-follower games involving facility location-protection-interdiction decisions --
A metaheuristic framework for bi-Level programming problems with multi-disciplinary applications --
Matheuristics and Exact Methods for the Discrete (r|p)-Centroid Problem --
Exact solution methodologies for linear and (mixed) integer bilevel programming --
Bilevel multi-Objective optimization and decision making.

✦ Subjects


Artificial intelligence;Artificial Intelligence;Computational Intelligence;Engineering


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