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A Ruleset Reduction Algorithm for the XCS Learning Classifier System

机译:XCS学习分类器系统的规则集约简算法

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摘要

XCS is a learning classifier system based on the original work by Stewart Wilson in 1995. It is has recently been found competitive with other state of the art machine learning techniques on benchmark data mining problems. For more general utility in this vein, however, issues are associated with the large numbers of classifiers produced by XCS; these issues concern both readability of the combined set of rules produced, and the overall processing time. The aim of this work is twofold, to produce reduced classifier sets which can more readily be understandable as rules, and to speedup processing via reduction of classifier set size during operation of XCS. A number of algorithmic modifications are presented, both in the operation of XCS itself and in the postprocessing of the final set of classifiers. We describe a technique of qualifying classifiers for inclusion in action sets, which enables classifier sets to be generated prior to passing to a reduction algorithm, allowing reliable reductions to be performed with no performance penalty. The concepts of 'spoilers' and 'uncertainty' are introduced, which help to characterise some of the peculiarities of XCS in terms of operation and performance. A new reduction algorithm is described which we show to be similarly effective to Wilson's recent technique, but with considerably more favourable time complexity, and we therefore suggest that it may be preferable to Wilson's algorithm in many cases with particular requirements concerning the speed/performance tradeoff.
机译:XCS是一个基于Stewart Wilson在1995年的原始工作的学习分类器系统。最近发现它在基准数据挖掘问题上与其他最新的机器学习技术相比具有竞争力。然而,为了更广泛地使用此工具,问题与XCS生成的大量分类器相关;这些问题既关系到生成的规则集的可读性,又关系到整体处理时间。这项工作的目的是双重的,以产生可以更容易理解为规则的简化分类器集,并通过在XCS操作期间减小分类器集大小来加快处理速度。在XCS本身的操作以及最终分类器集的后处理中,都提出了许多算法修改。我们描述了一种用于对动作集中包含的分类器进行限定的技术,该技术使分类器集可以在传递给归约算法之前生成,从而可以在不降低性能的情况下执行可靠的归约。引入了“破坏者”和“不确定性”的概念,这有助于在操作和性能方面表征XCS的某些特性。描述了一种新的归约算法,我们证明它与Wilson的最新技术类似,但时间复杂度更高,因此我们建议在很多情况下,对速度/性能折衷有特殊要求,它可能优于Wilson的算法。 。

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