Small sample size effects in statistical pattern recognition: recommendations for practitioners and open problems

S. Raudys, Anil K. Jain
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引用次数: 80

Abstract

The authors discuss the effects of sample size on the feature selection and error estimation for several types of classifiers. In addition to surveying prior work in this area, they give practical advice to today's designers and users of statistical pattern recognition systems. It is pointed out that one needs a large number of training samples if a complex classification rule with many features is being utilized. In many pattern recognition problems, the number of potential features is very large and not much is known about the characteristics of the pattern classes under consideration: thus, it is difficult to determine a priori the complexity of the classification rule needed. Therefore, even when the designer believes that a large number of training samples has been selected, they may not be enough for designing and evaluating the classification problem at hand. It is further noted that a small sample size can cause many problems in the design of a pattern recognition system.<>
统计模式识别中的小样本效应:对从业者的建议和开放问题
讨论了样本大小对几种分类器特征选择和误差估计的影响。除了调查这一领域以前的工作外,他们还为统计模式识别系统的设计者和用户提供了实用的建议。指出如果使用一个具有许多特征的复杂分类规则,需要大量的训练样本。在许多模式识别问题中,潜在特征的数量非常大,并且对所考虑的模式类的特征知之甚少,因此很难先验地确定所需分类规则的复杂性。因此,即使设计者认为已经选择了大量的训练样本,也可能不足以设计和评估手头的分类问题。进一步指出,小样本量会在模式识别系统的设计中引起许多问题。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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