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December 1, 2009IEEE Industrial Electronics Magazine359 citations

Neural network architectures and learning algorithms

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BWBogdan M. Wilamowski

Key Points

  • The article aims to identify challenges in neural network applications and propose methods for improvement.
  • Review of various neural network architectures, including multilayer perceptrons and bridged multilayer perceptrons.
  • Comparison of learning algorithms such as error-back propagation, Levenberg-Marquardt, and neuron by neuron.
  • Multilayer perceptron is the most commonly used architecture but less effective than other topologies like bridged multilayer perceptrons.
  • Error-back propagation is popular but slow, requiring significantly more iterations than advanced algorithms.
  • Advanced algorithms like Levenberg-Marquardt and neuron by neuron offer better efficiency and effectiveness.

Abstract

Neural networks are the topic of this paper. Neural networks are very powerful as nonlinear signal processors, but obtained results are often far from satisfactory. The purpose of this article is to evaluate the reasons for these frustrations and show how to make these neural networks successful. The following are the main challenges of neural network applications: (1) Which neural network architectures should be used? (2) How large should a neural network be? (3) Which learning algorithms are most suitable? The multilayer perceptron (MLP) architecture is unfortunately the preferred neural network topology of most researchers. It is the oldest neural network architecture, and it is compatible with all training softwares. However, the MLP topology is less powerful than other topologies such as bridged multilayer perceptron (BMLP), where connections across layers are allowed. The error-back propagation (EBP) algorithm is the most popular learning algorithm, but it is very slow and seldom gives adequate results. The EBP training process requires 100-1,000 times more iterations than the more advanced algorithms such as Levenberg-Marquardt (LM) or neuron by neuron (NBN) algorithms. What is most important is that the EBP algorithm is not only slow but often it is not able to find solutions for close-to-optimum neural networks. The paper describes and compares several learning algorithms.

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Cite This Study

Bogdan M. Wilamowski (2009) studied this question.

synapsesocial.com/papers/6a1d21bf1c2cbcb15c5dd0c5https://doi.org/10.1109/mie.2009.934790
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