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Spring School in Complexity Science
Pascal

Evolutionary Algorithms

author: Adam Prügel-Bennett, University of Southampton

Description

It has been a century and a half since Darwin provided the first mechanistic explanation for the complexity of the living things we see around us. Only in the last 30 years or so have computational systems been employed to try out natural selection on complex artificial problems. There have been some successes, but the complexity of artificially evolved systems remains a very long way short of the complexity that is easy to find in biology. Why is this? Is our understanding of natural evolution missing something important? How can we improve our artificial problem solving methods to make them work better on large-scale complex problems?

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Slides
0:01 Evolutionary Algorithms
3:53 Genetic Algorithms
4:25 Points of View
5:47 A Canonical GA
6:18 Outline
6:22 E.g. Graph Colouring
7:08 Initialise Population
7:44 Evaluate Fitness
8:04 Selection
9:33 Mutation
9:45 Mutation
10:01 Mutation
10:41 Crossover
11:28 Cost of Crossover
13:02 GA
13:39 GA
13:50 GA
14:06 GA
14:28 GA
15:24 Outline
15:40 Optimum population size
22:11 Steady-state GA
23:49 Generational versus Steady State
25:41 Selection
27:28 Ranking Selection
28:42 Tournament Selection
30:35 Boltzmann Selection
32:01 Stochastic Universal Sampling (SUS)
34:30 Genetic Operators
39:01 Crossing Structured Graphs
39:57 Mutation
43:19 Recombination/Crossover
44:24 Crossover Operators
45:35 Bit Simulated Crossover
46:43 Summary

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