余弦和s型高阶神经网络的数据模拟

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引用次数: 0

摘要

本文提出了一种新的余弦和s型高阶神经网络(CS-HONN)的开盒非线性模型。本章还提出了一种新的CS-HONN学习算法。此外,基于CS-HONN模型,构建了时间序列数据仿真分析系统CS-HONN模拟器。实验结果表明,CS-HONN模型的平均误差为2.3436% ~ 4.6857%,多项式高阶神经网络(PHONN)、三角高阶神经网络(THONN)和s型多项式高阶神经网络(SPHONN)模型的平均误差为2.8128% ~ 4.9077%。这表明CS-HONN模型比PHONN、THONN和SPHONN模型的性能好0.1174% ~ 0.4917%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Data Simulations Using Cosine and Sigmoid Higher Order Neural Networks
A new open box and nonlinear model of cosine and sigmoid higher order neural network (CS-HONN) is presented in this chapter. A new learning algorithm for CS-HONN is also developed in this chapter. In addition, a time series data simulation and analysis system, CS-HONN simulator, is built based on the CS-HONN models. Test results show that the average error of CS-HONN models are from 2.3436% to 4.6857%, and the average error of polynomial higher order neural network (PHONN), trigonometric higher order neural network (THONN), and sigmoid polynomial higher order neural network (SPHONN) models range from 2.8128% to 4.9077%. This suggests that CS-HONN models are 0.1174% to 0.4917% better than PHONN, THONN, and SPHONN models.
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