目标识别中特征数量和特征选择的最小值

Li Xihai, L. Dai-zhi, Zhao Ke, L. Zhigang
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引用次数: 0

摘要

基于相空间的吸引子分析方法,从Lorenz模型系统中提取出7种一般特征,通过数值实验计算出不相关特征数量的最小值。这一最小值表明,对于特殊目标识别的样本,使用最少的特征数是可行的。在选择了最小值之后,引入了一种新的特征选择方法——有序优化,并将其应用于最小和最优特征组的选择。实验结果表明,有序优化能快速有效地减小特征空间的大小,是一种从庞大的特征组合空间中搜索满意子集的可行方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Infimum of features in number and feature selection of target recognition
Based on the attractor analysis approach in phase space, 7 kinds of general features are extracted from the Lorenz model system to compute the infimum of uncorrelated features in number by numerical experiments. This infimum indicates that the least number of features is feasible to classify samples of special target recognition completely. After the infimum is chosen, a new feature selection method - ordinal optimization is introduced and applied to the selection of the least and optimum feature group. Blind picking rule of ordinal optimization is tested in the experiments and the experimental results indicate that ordinal optimization can reduce the size of feature space quickly and efficiently, and is a feasible approach to search the satisfactory subset from huge feature combination space.
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