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The simple genetic algorithm
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The simple genetic algorithm

The simple genetic algorithm

Foundations and theory

Michael D. Vose - Collection Complex adaptive systems

262 pages, parution le 20/02/1999

Résumé

The Simple Genetic Algorithm (SGA) is a classical form of genetic search. Viewing the SGA as a mathematical object, Michael D. Vose provides an introduction to what is known (i.e., proven) about the theory of the SGA. He also makes available algorithms for the computation of mathematical objects related to the SGA. Although he describes the SGA in terms of heuristic search, the book is not about search or optimization per se. Rather, the focus is on the SGA as an evolutionary system. The author intends the book also to serve as an outline for exploring topics in mathematics and computer science in a goal-oriented way.

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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