Titlebook: Metaheuristics for Bi-level Optimization; El-Ghazali Talbi Book 2013 Springer-Verlag Berlin Heidelberg 2013 Bi-level Optimization.Computat

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Ankur Sinha,Kalyanmoy Debunt Bauman and Maxine Greene?invite the student to engage reflectively and to figure out the rudiments and connections of research methodology and methods for theses. .The developed so called “The Five Contexts” serves as a theoretical framework for conducting, understanding and interpreting qualita

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A Taxonomy of Metaheuristics for Bi-level Optimization,active research area. BOPs constitute a very important class of problems with various applications in different domains. A wide variety of metaheuristics have been proposed in the literature to solve such hierarchical optimization problems. In this paper, a taxonomy of metaheuristics to solve BOPs i

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A Genetic Algorithm for Power System Vulnerability Analysis under Multiple Contingencies,rability of power systems and the inability of current security standards to cope with multiple contingencies. The need for new approaches for power system vulnerability assessment has given rise to the development of attacker-defender models, which are particular instances of bilevel programming. T

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A Bilevel Particle Swarm Optimization Algorithm for Supply Chain Management Problems,ticle swarm optimization algorithm is proposed for solving two well known supply chain management problems, the Vehicle Routing Problem and the Location Routing Problem. The results of the algorithms are compared with the results of algorithms that solve these problems with a single objective functi

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CoBRA: A Coevolutionary Metaheuristic for Bi-level Optimization,evel optimization problems. It handles population-based meta-heuristics on each level, each one cooperating with the other to provide solutions for the overall problem. Moreover, in order to evaluate the relevance of CoBRA against more classical approaches, a new performance assessment methodology,

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A Metaheuristic Framework for Bi-level Programming Problems with Multi-disciplinary Applications,l problems arising in engineering and economics can be cast within the bi-level programming framework. The bi-level programming model is also known as a Stackleberg or leader-follower game in which the leader chooses his variables so as to optimise his objective function, taking into account the res

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Matheuristics and Exact Methods for the Discrete (,|,)-Centroid Problem,n market by opening a certain number of facilities. The decision makers open facilities in turn. At first, the leader decides where to locate . facilities taking into account the follower’s reaction. Later on, the follower opens other . facilities. We assume that the customers’ preferences among the