基于walsh分布式存储的连续遗传Hopfield神经网络

A. A. Abdulrahman
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引用次数: 0

摘要

神经网络是一系列算法,试图通过模拟人脑操作的过程来识别一组数据中的潜在关系。它可能在许多不同的现实应用中有用途,例如:语音和语音识别、电子商务、网络安全等。网络收敛时间是神经网络中最重要的部分之一,它影响着神经网络应用的性能。神经网络的收敛有助于确定产生最少错误所需的最佳训练迭代次数。本文提出了一种基于物理系统数学性质的特殊方法,称为“变分法”。将三种学习方法(标准Hopfield、滞后Hopfield和改进的保护Hopfield)应用于基于Walsh的分布式存储器应用。从数学和实践上证明并认可了使用改进的保护方法使网络比其他方法更快地达到收敛。与其他神经网络操作相比,在基于沃尔什的存储器中使用保护特性可以加速网络的收敛,从而提高存储器的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Continuous Proteretic Hopfield Neural Network in Walsh-based Distributed Storage
A neural network is a series of algorithms that endeavour to recognize underlying relationships in a set of data through a process that mimics the operations of a human brain. It may have uses in many different real-life applications, such as: speech and voice recognition, eCommerce, cybersecurity, and others. The network convergence time is the one of the most important parts of neural networks, which affects the performance of neural network applications. Convergence of the neural network contributes to the process of determining the optimal number of training iterations required to produce the fewest number of errors. In this paper, a specific method based on the mathematical property found in physical systems called "proteretic" is presented. Three learning methods (standard Hopfield, hysteretic Hopfield, and modified proteretic Hopfield) are applied to the Walsh-based distributed memory application. It mathematically and practically demonstrated and approved that using the modified proteretic method causes the network to reach convergence faster than other methods. It’s approved that using the proteretic property with the Walsh-based memory enhances the performance of the storage by accelerating the network's convergence relative to other neural network operations.
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来源期刊
CiteScore
0.50
自引率
0.00%
发文量
23
审稿时长
12 weeks
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