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An Artificial Neural Network Classifier Design Based-on Variable Kernel and Non-Parametric Density Estimation

机译:基于可变核和非参数密度估计的人工神经网络分类器设计

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摘要

This paper proposes a probabilistic variant of the SOM-kMER (Self Organising Map-kernel-based Maximum Entropy learning Rule) model for data classification. The classifier, known as pSOM-kMER (probabilistic SOM-kMER), is able to operate in a probabilistic environment and to implement the principles of statistical decision theory in undertaking classification problems. A distinctive feature of pSOM-kMER is its ability in revealing the underlying structure of data. In addition, the Receptive Field (RF) regions generated can be used for variable kernel and non-parametric density estimation. Empirical evaluation using benchmark datasets shows that pSOM-kMER is able to achieve good performance as compared with those from a number of machine learning systems. The applicability of the proposed model as a useful data classifier is also demonstrated with a real-world medical data classification problem.
机译:本文提出了一种SOM-kMER(基于自组织图核的最大熵学习规则)模型的概率变体,用于数据分类。分类器称为pSOM-kMER(概率SOM-kMER),能够在概率环境中运行,并能够在进行分类问题时实施统计决策理论的原理。 pSOM-kMER的显着特征是其揭示数据底层结构的能力。此外,生成的接收场(RF)区域可用于可变核和非参数密度估计。使用基准数据集进行的经验评估表明,与许多机器学习系统的性能相比,pSOM-kMER能够实现良好的性能。提出的模型作为有用的数据分类器的适用性还通过实际医疗数据分类问题得到了证明。

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