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Learning in fully recurrent neural networks by approaching tangent planes to constraint surfaces
Journal article   Peer reviewed

Learning in fully recurrent neural networks by approaching tangent planes to constraint surfaces

P. May, E. Zhou and C.W. Lee
Neural networks, Vol.34, pp.72-79
01/10/2012
PMID: 22842197

Abstract

Accelerated Henon map Local minimum Non-linear process plant Real time recurrent learning Speed Temporal pattern recognition
In this paper we present a new variant of the online real time recurrent learning algorithm proposed by Williams and Zipser (1989). Whilst the original algorithm utilises gradient information to guide the search towards the minimum training error, it is very slow in most applications and often gets stuck in local minima of the search space. It is also sensitive to the choice of learning rate and requires careful tuning. The new variant adjusts weights by moving to the tangent planes to constraint surfaces. It is simple to implement and requires no parameters to be set manually. Experimental results show that this new algorithm gives significantly faster convergence whilst avoiding problems like local minima.
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