Time Series Prediction by Genetic Programming with Relaxed Assumptions in Mathematica
Created by W.Langdon from
gp-bibliography.bib Revision:1.8469
- @InProceedings{card:2004:gsw:swcar,
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author = "Stuart W. Card",
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title = "Time Series Prediction by Genetic Programming with
Relaxed Assumptions in Mathematica",
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editor = "R. Poli and S. Cagnoni and M. Keijzer and E. Costa and
F. Pereira and G. Raidl and S. C. Upton and
D. Goldberg and H. Lipson and E. {de Jong} and J. Koza and
H. Suzuki and H. Sawai and I. Parmee and M. Pelikan and
K. Sastry and D. Thierens and W. Stolzmann and
P. L. Lanzi and S. W. Wilson and M. O'Neill and C. Ryan and
T. Yu and J. F. Miller and I. Garibay and G. Holifield and
A. S. Wu and T. Riopka and M. M. Meysenburg and
A. W. Wright and N. Richter and J. H. Moore and
M. D. Ritchie and L. Davis and R. Roy and M. Jakiela",
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booktitle = "GECCO 2004 Workshop Proceedings",
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year = "2004",
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month = "26-30 " # jun,
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address = "Seattle, Washington, USA",
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keywords = "genetic algorithms, genetic programming, ANN",
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URL = "
http://gpbib.cs.ucl.ac.uk/gecco2004/WGSW002.pdf",
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size = "6 pages",
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abstract = "Time series produced by black box systems with both
stochastic and nonlinear dynamical components have
proven resistant to prediction. Also, prediction alone
is unsatisfying: insight into the hidden dynamics is
desired. Automatic induction of a system model would be
ideal. A genetic programming (GP) / neural network (NN)
/ wavelet approach is motivated. An initial test
problem selection is justified. Data preprocessing is
described. The GP is shown to rely on weaker
assumptions than those implicit in orthodox methods. An
implementation in Mathematica is illustrated. GP
discovery of equations, NN optimization of their
parameters, and joint time-frequency representations,
should provide highly parsimonious descriptions,
capturing local and global characteristics of
stochastic attractors, amenable to meaningful
interpretation",
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notes = "GECCO-2004WKS Distributed on CD-ROM at GECCO-2004",
- }
Genetic Programming entries for
Stu Card
Citations