
The simple genetic algorithm
Foundations and theory
Michael D. Vose - Collection Complex adaptive systems
Résumé
Table of contents
- 1 Introduction
- 2 Notation
- 3 Random Heuristic Search
- 3.1 Representation
- 3.2 Nondeterminism
- 3.3 Markov Chain
- 4 The Simple Genetic Algorithm
- 4.1 Algebra
- 4.2 Selection
- 4.3 Mutation
- 4.4 Crossover
- 4.5 Mixing
- 4.6 SGA's Heuristic
- 5 Implementation
- 5.1 Selection
- 5.2 Mutation
- 5.3 Crossover
- 5.4 The Classical SGA
- 5.5 Random Sampling
- 6 The Walsh Transform
- 6.1 Basic Properties
- 6.2 The Twist and Transform of Mixing
- 6.3 The Spectrum of dM
- 6.4 The Walsh Basis
- 7 Computing with the Heuristic
- 7.1 Selection
- 7.2 Mixing
- 7.3 Fixed Points
- 8 Basic Examples
- 8.1 Transient Population Trajectories
- 8.2 Long Term Probabilities
- 8.3 Trajectory of Expectations
- 9 The Inverse Heuristic
- 9.1 Selection
- 9.2 Mixing
- 9.3 G
- 10 Focused Heuristics
- 10.1 Lyapunov's Criterion
- 10.2 Selection
- 10.3 Mixing
- 10.4 Summary
- 11 Linear Fitness
- 11.1 Crossover
- 11.2 Monotone Selection
- 11.3 Hyperbolicity
- 12 Perturbation Arguments
- 12.1 Small Perturbations
- 12.2 Application
- 13 Transient Behavior
- 13.1 Large Populations
- 13.2 Logarithmic Convergence
- 13.3 Summary
- 14 Asymptotic Behavior
- 14.1 The Fixed point Graph
- 14.2 Approximating Transition Probabilities
- 14.3 Unstable Fixed Points
- 14.4 Asymptotic Approximation
- 15 Hyperbolicity
- 16 Geometric Invariance
- 16.1 Elementary Invariance
- 16.2 Proportional Selection and the GA Surface
- 17 Quotients
- 17.1 Equivalence
- 17.2 Operators
- 17.3 Models
- 18 Schemata
- 18.1 Definition
- 18.2 Mixing
- 18.3 Selection
- Appendix
- A.1 Analysis
- A.2 Linear Algebra
- A.3 Probability
- A.4 Dynamical Systems
- Notation Index
- Index
Caractéristiques techniques
PAPIER | |
Éditeur(s) | The MIT Press |
Auteur(s) | Michael D. Vose |
Collection | Complex adaptive systems |
Parution | 20/02/1999 |
Nb. de pages | 262 |
Format | 17,8 x 23 |
EAN13 | 9780262220583 |
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