New Training Method and Optimal Structure of Backpropagation Networks

New algorithm was devised to speed up the convergence of backpropagation networks and the Bayesian Information Criterion was presented to obtain the optimal network structure. Nonlinear neural network problem can be partitioned into the nonlinear part in the weights of the hidden layers and the line...

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Published inAdvances in Natural Computation pp. 157 - 166
Main Authors Sureerattanan, Songyot, Sureerattanan, Nidapan
Format Book Chapter Conference Proceeding
LanguageEnglish
Published Berlin, Heidelberg Springer Berlin Heidelberg 2005
Springer
SeriesLecture Notes in Computer Science
Subjects
Online AccessGet full text
ISBN3540283234
9783540283232
ISSN0302-9743
1611-3349
DOI10.1007/11539087_18

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Abstract New algorithm was devised to speed up the convergence of backpropagation networks and the Bayesian Information Criterion was presented to obtain the optimal network structure. Nonlinear neural network problem can be partitioned into the nonlinear part in the weights of the hidden layers and the linear part in the weights of the output layer. We proposed the algorithm for speeding up the convergence by employing the conjugate gradient method for the nonlinear part and the Kalman filter algorithm for the linear part. From simulation experiments with daily data on the stock prices in the Thai market, it was found that the algorithm and the Bayesian Information Criterion could perform satisfactorily.
AbstractList New algorithm was devised to speed up the convergence of backpropagation networks and the Bayesian Information Criterion was presented to obtain the optimal network structure. Nonlinear neural network problem can be partitioned into the nonlinear part in the weights of the hidden layers and the linear part in the weights of the output layer. We proposed the algorithm for speeding up the convergence by employing the conjugate gradient method for the nonlinear part and the Kalman filter algorithm for the linear part. From simulation experiments with daily data on the stock prices in the Thai market, it was found that the algorithm and the Bayesian Information Criterion could perform satisfactorily.
Author Sureerattanan, Songyot
Sureerattanan, Nidapan
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Ong, Yew Soon
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Keywords Bayes estimation
Conjugate gradient method
Backpropagation
Backpropagation algorithm
Kalman filter
Linear filter
Bayes network
Nonlinear problems
Neural network
Market price
Convergence speed
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Snippet New algorithm was devised to speed up the convergence of backpropagation networks and the Bayesian Information Criterion was presented to obtain the optimal...
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springer
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Publisher
StartPage 157
SubjectTerms Akaike Information Criterion
Applied sciences
Artificial intelligence
Computer science; control theory; systems
Computer systems and distributed systems. User interface
Exact sciences and technology
Hide Layer
Kalman Filter
Mean Square Error
Output Layer
Software
Title New Training Method and Optimal Structure of Backpropagation Networks
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