1st Edition

Multiobjective Optimization Methodology A Jumping Gene Approach

By K.S. Tang, T.M. Chan, R.J. Yin, K.F. Man Copyright 2012
280 Pages 86 B/W Illustrations
by CRC Press

280 Pages 86 B/W Illustrations
by CRC Press

279 Pages 86 B/W Illustrations
by CRC Press

The first book to focus on jumping genes outside bioscience and medicine, Multiobjective Optimization Methodology: A Jumping Gene Approach introduces jumping gene algorithms designed to supply adequate, viable solutions to multiobjective problems quickly and with low computational cost. Better Convergence and a Wider Spread of Nondominated Solutions The book begins with a thorough... Read more

Introduction
Background on Genetic Algorithms
Organization of Chapters
References

Overview of Multiobjective Optimization
Classification of Optimization Methods
Multiobjective Algorithms
References

Jumping Gene Computational Approach
Biological Background
Overview of Computational Gene Transposition
Jumping Gene Genetic Algorithms
Real-Coding Jumping Operations
Simulation Results
References

Theoretical Analysis of Jumping Gene Operations
Overview of Schema Models
Exact Schema Theorem for Jumping Gene Transposition
Theorems of Equilibrium and Dynamical Analysis
Simulation Results and Analysis
Discussion
References

Performance Measures on Jumping Gene
Convergence Metric: Generational Distance
Convergence Metric: Deb and Jain Convergence Metric
Diversity Metric: Spread
Diversity Metric: Extreme Nondominated Solution Generation
Binary ε-Indicator Statistical Test Using Performance Metrics Jumping Gene Verification and Results References

Radio-To-Fiber Repeater Placement in Wireless Local-Loop Systems
Introduction
Path Loss Model
Mathematical Formulation
Chromosome Representation
Jumping Gene Transposition
Chromosome Repairing
Results and Discussion
References

Resource Management in WCDMA
Introduction
Mathematical Formulation
Chromosome Representation
Initial Population
Jumping Gene Transposition
Mutation
Ranking Rule
Results and Discussion
Discussion of Real-Time Implementation
References

Base Station Placement in WLANs
Introduction
Path Loss Model
Mathematical Formulation
Chromosome Representation
Jumping Gene Transposition
Chromosome Repairing
Results and Discussion
References

Conclusions
Reference

Appendices
Appendix A: Proofs of Lemmas in Chapter 4
Appendix B: Benchmark Test Functions
Appendix C: Chromosome Representation
Appendix D: Design of the Fuzzy PID Controller

Biography

Kit Sang Tang received his BSc from the University of Hong Kong in 1988 and his MSc and PhD from City University of Hong Kong in 1992 and 1996, respectively. He is currently an associate professor in the Department of Electronic Engineering at City University of Hong Kong. He has published over 90 journal papers and five book chapters, and coauthored two books, focusing on genetic algorithms and chaotic theory.

Tak Ming Chan received his BSc in applied physics from Hong Kong Baptist University in 1999 and his MPhil and PhD in electronic engineering from City University of Hong Kong in 2001 and 2006 respectively. He was a research associate in the Department of Industrial and Systems Engineering at the Hong Kong Polytechnic University from 2006 to 2007 and a postdoctoral fellow in the Department of Production and Systems Engineering, University of Minho, Portugal from 2007 to 2009.

Richard Jacob Yin obtained his BEng in Information Technology in 2004 and his PhD in Electronic Engineering in 2010 from the City University of Hong Kong. He is now an Electronic Engineer at ASM Assembly Automation Hong Kong Limited.

Kim Fung Man is a Chair Professor and head of the electronic engineering department at City University of Hong Kong. He received his PhD from Cranfield Institute of Technology, UK. He is currently the co-editor-in-chief of IEEE Transactions of Industrial Electronics. He has co-authored three books and published extensively in the area.

"This is an interesting and practical book. It is easy to read [and] provides good background information ... [and] cutting-edge technologies to solve the challenging multi-objective optimization problems."
—Mo-Yuen Chow, North Carolina State University, Raleigh, USA

"The authors describe the jumping gene approach to solve multiobjective optimization problems. It is quite [a] new approach and complements standard operations used in genetic algorithms."
—Marcin Anholcer (Poznan), Zentralblatt MATH 1273