Created by W.Langdon from gp-bibliography.bib Revision:1.2031
@InProceedings{DBLP:conf/gecco/McKayNCKMH09,
author = "Robert I. McKay and Xuan Hoai Nguyen and
James R. Cheney and MinHyeok Kim and Naoki Mori and
Tuan Hao Hoang",
title = "Estimating the distribution and propagation of genetic
programming building blocks through tree compression",
booktitle = "GECCO '09: Proceedings of the 11th Annual conference
on Genetic and evolutionary computation",
year = "2009",
editor = "Guenther Raidl and Franz Rothlauf and
Giovanni Squillero and Rolf Drechsler and Thomas Stuetzle and
Mauro Birattari and Clare Bates Congdon and
Martin Middendorf and Christian Blum and Carlos Cotta and
Peter Bosman and Joern Grahl and Joshua Knowles and
David Corne and Hans-Georg Beyer and Ken Stanley and
Julian F. Miller and Jano {van Hemert} and
Tom Lenaerts and Marc Ebner and Jaume Bacardit and
Michael O'Neill and Massimiliano {Di Penta} and Benjamin Doerr and
Thomas Jansen and Riccardo Poli and Enrique Alba",
pages = "1011--1018",
address = "Montreal",
publisher = "ACM",
publisher_address = "New York, NY, USA",
month = "8-12 " # jul,
organisation = "SigEvo",
keywords = "genetic algorithms, genetic programming",
isbn13 = "978-1-60558-325-9",
bibsource = "DBLP, http://dblp.uni-trier.de",
doi = "
doi:10.1145/1569901.1570038",
abstract = "Shin et al [19] and McKay et al [15] previously
applied tree compression and semantics-based
simplification to study the distribution of building
blocks in evolving Genetic Programming populations.
However their method could only give static estimates
of the degree of repetition of building blocks in one
generation at a time, supplying no information about
the flow of building blocks between generations. Here,
we use a state-of-the-art tree compression algorithm,
xmlppm, to estimate the extent to which frequent
building blocks from one generation are still in use in
a later generation.
While they compared the behaviour of different GP
algorithms on one specific problem -- a simple symbolic
regression problem -- we extend the analysis to a more
complex problem, a symbolic regression problem to find
a Fourier approximation to a sawtooth wave, and to a
Boolean domain, odd parity.",
notes = "GECCO-2009 A joint meeting of the eighteenth
international conference on genetic algorithms
(ICGA-2009) and the fourteenth annual genetic
programming conference (GP-2009).
ACM Order Number 910092.",
}
Genetic Programming entries for R I (Bob) McKay Nguyen Xuan Hoai James R Cheney MinHyeok Kim Naoki Mori Tuan-Hao Hoang