基于预处理和混合优化任务的多层感知器人工神经网络用于数据挖掘和分类

K. Ncibi, Tarek Sadraoui, Mili Faycel, Amor Djenina
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引用次数: 6

摘要

人工神经网络(ann)优化是一个有吸引力的领域,吸引了许多不同学科的研究人员,其目的是提高该模型的性能。在文献中,没有固定的理论来说明如何构建这种非线性模型。因此,所有提出的构建都是基于经验说明。多层感知器(MLP)是人工神经网络中应用最广泛的模型之一。它被描述为一个很好的非线性近似器,具有很好的非线性系统学习能力,大多数研究仅限于3层MLP,通过描述3层足以具有良好的近似。在这种背景下,我们对解决数据挖掘中监督分类任务的模型构建很感兴趣。这种构造需要预处理阶段,这似乎对最终性能很重要。本文提出了基于准备阶段和优化阶段两个阶段的MLP构建过程。第一个描述了数据清洗、离散化、归一化、展开、约简和特征选择的过程。第二阶段的目标是基于反向传播算法、局部搜索和不同进化等混合算法的组合来优化权值集。为了验证所提出的模型,将做一个实证说明。最后,将与其他已知分类器进行比较,以证明所提出模型的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Multilayer Perceptron Artificial Neural Networks Based a Preprocessing and Hybrid Optimization Task for Data Mining and Classification
Artificial neural networks (ANNs) optimization represent an attractive area that attract many researchers in different disciplines, this in the aim to improve the performance of this model. In literature, there is no fix theory that illustrates how to construct this non linear model. Thus, all proposed construction was based on empirical illustration. Multilayer perceptron (MLP) is one of the most used models in ANNs area. It was described as a good non linear approximator with a power ability to lean well non linear system, and most of research was limited to a 3 layers MLP, by describing that 3 layers are sufficient to have good approximation. In this context we are interested to this model construction for solving supervised classification tasks in data mining. This construction requires a preprocessing phase that seems to scribe be important for the final performance. This paper present a process of MLP construction based on two phases: a preparation phase and an optimization phase. The first one describes a process of data cleaning, discretization, normalization, expansion, reduction and features selection. The second phase aims to optimize the set of weights based on some combination of hybrid algorithms such back-propagation algorithm, a local search and different evolution. An empirical illustration will be done to in order to validate the proposed model. At the end, a comparison with others known classifiers will be done to justify the validity of the proposed model.
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