Created by W.Langdon from gp-bibliography.bib Revision:1.2031
@InProceedings{andre:1996:GKL,
author = "David Andre and Forrest H {Bennett III} and
John R. Koza",
title = "Evolution of Intricate Long-Distance Communication
Signals in Cellular Automata using Genetic
Programming",
booktitle = "Artificial Life V: Proceedings of the Fifth
International Workshop on the Synthesis and Simulation
of Living Systems",
year = "1996",
volume = "1",
address = "Nara, Japan",
publisher_address = "Cambridge, MA, USA",
month = "16--18 " # may,
publisher = "MIT Press",
keywords = "genetic algorithms, genetic programming",
URL = "
http://www.genetic-programming.com/jkpdf/alife1996gkl.pdf",
size = "10 pages",
abstract = "A cellular automata rule for the majority
classification task was evolved using genetic
programming with automatically defined functions. The
genetically evolved rule has an accuracy of 82.326%.
This level of accuracy exceeds that of the
Gacs-Kurdyumov-Levin (GKL) rule, all other known
human-written rules, and all other rules produced by
known previous automated approaches.
Our genetically evolved rule is qualitatively different
from other rules in that it uses a fine-grained
internal representation of density information; it
employs a large number of different domains and
particles; and it uses an intricate set of signals for
communicating information over large distances in time
and space.",
notes = "Alife-5 A longer version of this paper will be
presented at the GP-96 conference. GP gets best
solution to GKL problem
{"}The population size used to evolve the current
world's record for the GKL majority classification
1-dimensionall 2-sate 7-neighbor cellular authomata
problem was 51,200.
I believe Melanie Mitchell at the Santa Fe Institute
has been doing continuing additional work on using GAs
to evolve CA rules for various other problems.{"}",
}
Genetic Programming entries for David Andre Forrest Bennett John Koza