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Summary
Reversible Functions have Normal Fitness
W. B. Langdon
Slides for
CSCS-GP
workshop
Summary
Brief outline of reversible computing
Lower limit to power consumption
Lower limit to power consumption
Reversible Computing - Reversible Circuits
Schematic of Reversible Computer
Reversible Gates
Background - Irreversible Fitness Distributions
Proof for reversible computing
Hamming fitness is Binomial
Does theory work - Try it on 6 Multiplexor
Distribution of Multiplexor Fitness Converges to Binomial
6 Multiplexor Fitness Distribution N=12
6 Multiplexor Fitness Distribution N=7
Multiplexor Fitness Distribution N=6
Multiplexor Fitness Distribution N=6
Finding 6 Multiplexor Solutions
Hill climber and Population Search of 6 Multiplexor
6 Multiplexor Solution - Genotype and Phenotype
Conclusions or Reasons why you might care
Parameters for Multiplexor Problem
About this document ...
Bill LANGDON 2003-05-26
