利用最近邻学习改进Sanger树结构算法

C.-C. Chen
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引用次数: 0

摘要

作者识别了几种不同的与最近邻学习相关的神经网络模型。它们包括径向基函数、稀疏分布记忆和局部接受野。提高神经网络性能的一种方法是利用不同学习算法的合作。以混沌时间序列的预测为例,说明了如何利用最近邻学习来改进Sanger的树结构算法,该算法用于预测Mackey-Glass微分延迟方程的未来值
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using nearest neighbor learning to improve Sanger's tree-structured algorithm
The author identifies several different neural network models which are related to nearest neighbor learning. They include radial basis functions, sparse distributed memory, and localized receptive fields. One way to improve the neural networks' performance is by using the cooperation of different learning algorithms. The prediction of chaotic time series is used as an example to show how nearest neighbor learning can be employed to improve Sanger's tree-structured algorithm which predicts future values of the Mackey-Glass differential delay equation.<>
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