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Titlebook: Neural Networks; EURASIP Workshop 199 Luis B. Almeida,Christian J. Wellekens Conference proceedings 1990 Springer-Verlag Berlin Heidelberg

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Nobuo Hataoka,Akio Amano,Toshiyuki Aritsuka,Akira Ichikawa
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When are k-nearest neighbor and back propagation accurate for feasible sized sets of examples?,independent context, whereas the experiments were conducted for a uniform distribution, and (3) the previous lower bound was valid for nets with one hidden layer only. These experiments also seem to indicate that networks with two hidden layers have Vapnik-Chervonenkis dimension roughly equal to the
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Complexity theory of neural networks and classification problems,lutions to real engineering problems may not ameliorate the difficulties of classification problems, but rather obscure and postpone them. In particular, we doubt that the design of neural networks for solving interesting nontrivial engineering problems will be any easier than other large scale engi
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Stability of the random neural network model,gative signals arrive to each neuron, are non-linear, so that their existence and uniqueness is not easily established except for the case of feedforward (or backpropagation) networks [1]. We examine two sub-classes of networks: balanced, and damped networks and obtain stability conditions in each c
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