IEEJ Transactions on Electronics, Information and Systems
Online ISSN : 1348-8155
Print ISSN : 0385-4221
ISSN-L : 0385-4221
Propabilistic Universal Learning Network Theory
Kotaro HirasawaMasanao OhbayashiJunichi MurataJinglu Hu
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1998 Volume 118 Issue 2 Pages 224-231

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Abstract

Universal Learning Network (ULN) has been reported, which is a framework for the modelling and control of the nonlinear large-scale complexed systems such as physical, social and economical phenomena.
And a generalized learning algorithm has been proposed for ULN, which can be used in a unified manner for almost all kinds of networks such as static/dynamic networks, layered/recurrent type networks, time delay neural networks and the networks with multi-branches. But, as the signals transmitted through the ULN should be deteministic, the stochastic signals which are comtaminated with noise can not be propagated through the ULN.
In this paper, Probabilistic Universal Learning Network(PrULN) is presented, where a new learning algorithm to optimize the criterion function is defined on the stochastic dynamic systems.
By using PrULN, the following are expected; (1) the generalization capability of the learning networks will be improved, (2) more sophisticated stochastic control will be obtained than the conventional stochastic control, (3) designing problems for the complex systems such as chaotic systems are expected to develop, whereas now the main research topics for the chaotic systems are only the analysis of the systems.

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