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A multi-objective genetic optimization of interpretability-oriented fuzzy rule-based classifiers

机译:面向可解释性的模糊规则分类器的多目标遗传优化

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The paper presents a multi-objective genetic approach to design interpretability-oriented fuzzy rule-based classifiers from data. The proposed approach allows us to obtain systems with various levels of compromise between their accuracy and interpretability. During the learning process, parameters of the membership functions, as well as the structure of the classifier's fuzzy rule base (i.e., the number of rules, the number of rule antecedents, etc.) evolve simultaneously using a Pittsburgh-type genetic approach. Since there is no particular coding of fuzzy rule structures in a chromosome (it reduces computational complexity of the algorithm), original crossover and mutation operators, as well as chromosome-repairing technique to directly transform the rules are also proposed. To evaluate both the accuracy and interpretability of the system, two measures are used. The first one - an accuracy measure - is based on the root mean square error of the system's response. The second one - an interpretability measure - is based on the arithmetic mean of three components: (a) the average length of rules (the average number of antecedents used in the rules), (b) the number of active fuzzy sets and (c) the number of active inputs of the system (an active fuzzy set or input means a set or input used by at least one fuzzy rule). Both measures are used as objectives in multi-objective (2-objective in our case) genetic optimization approaches such as well-known SPEA2 and NSGA-II algorithms. Moreover, for the purpose of comparison with several alternative approaches, the experiments are carried out both considering the so-called strong fuzzy partitions (SFPs) of attribute domains and without them. SFPs provide more semantically meaningful solutions, usually at the expense of their accuracy. The operation of the proposed technique in various classification problems is tested with the use of 20 benchmark data sets and compared to 11 alternative classification techniques. The experiments show that the proposed approach generates classifiers of significantly improved interpretability, while still characterized by competitive accuracy. (C) 2015 Elsevier B.V. All rights reserved.
机译:本文提出了一种多目标遗传方法,用于从数据中设计面向可解释性的基于模糊规则的分类器。所提出的方法使我们能够获得在准确性和可解释性之间有各种折衷水平的系统。在学习过程中,隶属函数的参数以及分类器的模糊规则库的结构(即规则数,规则先行数等)使用匹兹堡型遗传方法同时演化。由于染色体中没有模糊规则结构的特定编码(这降低了算法的计算复杂性),因此还提出了原始的交叉和变异算子,以及直接对规则进行变换的染色体修复技术。为了评估系统的准确性和可解释性,使用了两种措施。第一个是准确性度量,它是基于系统响应的均方根误差。第二个解释性度量是基于三个部分的算术平均值:(a)规则的平均长度(规则中使用的先行词的平均数量),(b)有效模糊集的数量和(c )系统有效输入的数量(有效模糊集或输入是指至少一个模糊规则使用的一组输入)。两种方法都被用作多目标(在我们的案例中为2目标)遗传优化方法中的目标,例如著名的SPEA2和NSGA-II算法。此外,为了与几种替代方法进行比较,在考虑了属性域的所谓强模糊分区(SFP)的情况下进行了实验,而没有使用它们。 SFP通常在牺牲准确性的前提下提供了更具语义意义的解决方案。使用20个基准数据集测试了所提出技术在各种分类问题中的操作,并与11种替代分类技术进行了比较。实验表明,所提出的方法可生成具有明显改善的可解释性的分类器,同时仍具有竞争准确性。 (C)2015 Elsevier B.V.保留所有权利。

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