رکورد قبلیرکورد بعدی

" Metaheuristics for bi-level optimization "


Document Type : BL
Record Number : 747973
Doc. No : b567926
Main Entry : El-Ghazali Talbi (ed.).
Title & Author : Metaheuristics for bi-level optimization\ El-Ghazali Talbi (ed.).
Publication Statement : Berlin ; New York : Springer, ©2013.
Series Statement : Studies in computational intelligence, 482.
ISBN : 3642378374
: : 3642378382
: : 9783642378379
: : 9783642378386
Contents : A Taxonomy of Metaheuristics for Bi-level Optimization / El-Ghazali Talbi --; A Genetic Algorithm for Power System Vulnerability Analysis under Multiple Contingencies / José M. Arroyo, Francisco J. Fernández --; A Bilevel Particle Swarm Optimization Algorithm for Supply Chain Management Problems / Yannis Marinakis, Magdalene Marinaki --; CoBRA: A Coevolutionary Metaheuristic for Bi-level Optimization / François Legillon, Arnaud Liefooghe --; A Matheuristic for Leader-Follower Games Involving Facility Location-Protection-Interdiction Decisions / Deniz Aksen, Necati Aras --; A Metaheuristic Framework for Bi-level Programming Problems with Multi-disciplinary Applications / Andrew Koh --; Matheuristics and Exact Methods for the Discrete (r[vertical bar]p)-Centroid Problem / Ekaterina Alekseeva, Yury Kochetov --; Exact Solution Methodologies for Linear and (Mixed) Integer Bilevel Programming / Georgios K.D. Saharidis, Antonio J. Conejo --; Bilevel Multi-Objective Optimization and Decision Making / Ankur Sinha, Kalyanmoy Deb.
Abstract : 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.
Subject : Computational intelligence.
Subject : Ingénierie.
Subject : Mathematical optimization.
LC Classification : ‭QA402.5‬‭E444 2013‬
Added Entry : El-Ghazali Talbi
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