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Evolutionary optimization framework to train multilayer perceptrons for engineering applications.

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Summary
This summary is machine-generated.

This study introduces an evolutionary optimization framework to train neural networks, overcoming limitations of traditional backpropagation like local minima and gradient issues. The new method shows competitive performance and improved convergence on engineering datasets.

Keywords:
cooperative optimization algorithmevolutionary computationevolutionary trainingheuristic optimizationmachine learningmultilayer perceptronsneural networksoptimizing neural networks

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Area of Science:

  • Artificial Intelligence
  • Machine Learning
  • Optimization Algorithms

Background:

  • Conventional supervised backpropagation algorithms for training neural networks face challenges including local minimum stagnation and vanishing/exploding gradients.
  • These limitations hinder convergence speed and the ability to find global minima in the loss landscape.
  • Traditional methods also require extensive pre-selection of learning parameters, impacting training efficiency.

Purpose of the Study:

  • To introduce and validate an evolutionary optimization framework for training multilayer perceptrons (MLPs).
  • To address the limitations of conventional backpropagation algorithms in neural network training.
  • To benchmark the performance of a novel dynamic group-based cooperative optimizer in training MLPs.

Main Methods:

  • Developed an evolutionary optimization framework utilizing the dynamic group-based cooperative optimizer.
  • Trained multilayer perceptrons using the proposed framework.
  • Validated the framework on five engineering application datasets.
  • Compared performance against conventional backpropagation and other evolutionary algorithms.

Main Results:

  • The proposed evolutionary optimization framework demonstrated competitive performance across most examined datasets.
  • The framework showed improvements in overall performance and convergence compared to traditional methods.
  • For three datasets, the framework achieved performance increases of 2.7%, 4.83%, and 5.13% over the second-best optimizers.

Conclusions:

  • The evolutionary optimization framework effectively trains multilayer perceptrons, offering a viable alternative to backpropagation.
  • The dynamic group-based cooperative optimizer shows promise in overcoming common neural network training challenges.
  • This approach enhances neural network performance and convergence, particularly for engineering applications.