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GENETIC GENERATION OF BOTH THE WEIGHTS AND ARCHITECTURE FOR A NEURAL NETWORK John R. Koza Computer Science Department Stanford University
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Document Date: 2006-11-17 21:18:14


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City

Ann Arbor / San Mateo / Berlin / Redwood City / /

Company

Morgan Kaufmann Publishers Inc. / S. U. Designing Neural Networks / /

Currency

pence / /

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Facility

University of Michigan Press / James P. Rice Stanford University Knowledge Systems Laboratory / University of Michigan / University of California / /

IndustryTerm

linear processing element functions / neural networks / parallel mathematical algorithms / recurrent neural network / linear processing element / linear threshold processing function / feed-forward neural networks / gross national product / neural network / genetic algorithm / conventional genetic algorithm / linear threshold processing element / linear threshold processing elements / linear processing element function / symbolic processing / linear threshold processing / allowable neural networks / Genetic algorithms / symbolic solution / conventional genetic algorithms / search space / genetic classifier systems / /

Organization

University of Michigan Press / James P. Rice Stanford University Knowledge Systems Laboratory / Stanford University Stanford / Summer School / Stanford University / the University of Michigan / University of California / San Diego / /

Person

Martin A. Genetic / Doyne / David J / Miller / David E. Genetic / Morgan Kaufmann / Geoffrey E. Connectionist / John R. Koza / John R. Genetic / John Holland / Morgan Kaufman / Geoffrey F. Todd / /

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Position

editor / Farmer / feed-forward / /

ProgrammingLanguage

LISP / /

ProvinceOrState

California / /

PublishedMedium

Machine Learning / /

Technology

C. Genetic algorithms / LEARNING CURVE FOR THE ONE BIT ADDER Genetic algorithms / genetic algorithm / machine learning / BACKGROUND ON GENETIC ALGORITHMS Genetic algorithms / conventional genetic algorithm / conventional genetic algorithms / NEURAL NETWORK / artificial intelligence / Hierarchical Genetic Algorithms / using Genetic Algorithms / parallel mathematical algorithms / recombination / /

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