Fr. 239.00

Fuzzy Optimization - Recent Advances and Applications

English · Hardback

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Optimization is an extremely important area in science and technology which provides powerful and useful tools and techniques for the formulation and solution of a multitude of problems in which we wish, or need, to to find a best possible option or solution. The volume is divided into a coupe of parts which present various aspects of fuzzy optimization, some related more general issues, and applications.    

List of contents

Introductory Sections.- Fuzziness, Rationality, Optimality and Equilibrium in Decision and Economic Theories.- to Fuzzy and Possibilistic Optimization.- Basic Issues.- Aggregation Operators for Evaluating Alternatives.- Optimization and Aggregation Functions.- Chebyshev Approximation of Inconsistent Fuzzy Relational Equations with Max-T Composition.- Various Types of Fuzzy Optimization and Fuzzy Mathematical Programming Models.- A Survey of Fuzzy Convex Programming Models.- Approaches to Linear Programming Problems with Interactive Fuzzy Numbers.- Possibilistic Optimization Tasks with Mutually T-Related Parameters: Solution Methods and Comparative Analysis.- A Parametrized Model for Optimization with Mixed Fuzzy and Possibilistic Uncertainty.- On Solving Optimization Problems with Ordered Average Criteria and Constraints.- Fuzzy Dynamic Programming Problem for Extremal Fuzzy Dynamic System.- Vaguely Motivated Cooperation.- Fuzzy Network and Combinatorial Optimization.- Computing Min-Max Regret Solutions in Possibilistic Combinatorial Optimization Problems.- Stochastic Bottleneck Spanning Tree Problem on a Fuzzy Network.- The Use of Fuzzy Numbers in Practical Project Planning and Control.- Applications.- Ant Feature Selection Using Fuzzy Decision Functions.- Application of Fuzzy Theory to the Investment Decision Process.- Decision Making Techniques in Political Management.- Mathematical Approaches for Fuzzy Portfolio Selection Problems with Normal Mixture Distributions.- Fuzzy Random Redundancy Allocation Problems.- Reliable Biological Circuit Design Including Uncertain Kinetic Parameters.- Fuzzy Optimal Algorithms for Multiple Target Convergence.- Fuzzy Linear Programming in Practice: An Application to the Spanish Football League.

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Summary

Optimization is an extremely important area in science and technology which provides powerful and useful tools and techniques for the formulation and solution of a multitude of problems in which we wish, or need, to to find a best possible option or solution. The volume is divided into a coupe of parts which present various aspects of fuzzy optimization, some related more general issues, and applications.    

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