Grammatical Evolution: Solving Trigonometric Identities

Created by W.Langdon from gp-bibliography.bib Revision:1.4524

  author =       "C. Ryan and M. O'Neill and J. J. Collins",
  title =        "Grammatical Evolution: Solving Trigonometric
  booktitle =    "In proceedings of Mendel 1998: 4th International
                 Mendel Conference on Genetic Algorithms, Optimisation
                 Problems, Fuzzy Logic, Neural Networks, Rough Sets",
  year =         "1998",
  pages =        "111--119",
  address =      "Brno, Czech Republic",
  month =        jun # " 24-26",
  publisher =    "Technical University of Brno, Faculty of Mechanical
  keywords =     "genetic algorithms, genetic programming, grammatical
  URL =          "",
  ISBN =         "80-214-1199-6",
  abstract =     "We describe a Genetic Algorithm that can evolve
                 complete programs using a variable length linear genome
                 to govern the mapping of a Backus Naur Form grammar
                 definition to a program. Expressions and programs of
                 arbitrary complexity may be evolved. Our system,
                 Grammatical Evolution, has already been applied to a
                 symbolic regression problem. Here we apply our system
                 to find Trigonometric Identities for Cos2x.",

Genetic Programming entries for Conor Ryan Michael O'Neill John James Collins