特征子集选择的二进制猫头鹰搜索算法

A. K. Mandal, Rikta Sen, B. Chakraborty
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引用次数: 4

摘要

特征子集选择是众多分类问题的基本预处理任务之一。这是因为良好的特征子集可以减少数据的过拟合,提高准确率,减少分类器模型的训练时间。然而,当特征数量相对较高时,寻找最优特征子集的计算成本很高。因此,为了在可行的时间框架内获得良好的特征子集,通常采用随机方法。本文提出了一种基于Owl搜索优化(Owl Search optimization, OSA)的随机优化算法的二值变体,用于最优特征子集的选择。该方法采用6种不同的s形和v形族传递函数,生成6种不同的二元Owl搜索优化(BOSA)模型。然后将该机制应用于11个公开可用的数据集,并与粒子群优化(PSO)、遗传算法(GA)和和谐搜索(HC)等流行方法进行了性能比较。结果表明,对于大多数数据集,与其他方法相比,基于bosa的方法可以产生最优的特征子集,特征数量减少,分类精度提高。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Binary Owl Search Algorithm for Feature Subset Selection
Feature subset selection is one of the essential preprocessing tasks for numerous classification problems. This is because good feature subset can reduce overfitting of data, enhance the accuracy, and lessen the training time of a classifier model. However, finding the optimum feature subset is computationally expensive when the number of features is relatively high. Therefore, stochastic approaches are often used in attaining good feature subset within a feasible time frame. In this paper, we propose a binary variant of recent stochastic optimization algorithm Owl Search Optimization (OSA) for optimum feature subset selection. In this approach, six different transfer functions of S-shaped and V-shaped families were employed for generating six different binary Owl Search Optimization (BOSA) models. The proposed mechanism then employed on eleven publicly available datasets and performances were compared with popular approaches including, Particle Swarm Optimization (PSO), Genetic Algorithm (GA), and Harmony Search (HC). Results reveal that, for most of the datasets, BOSA-based approaches can produce optimal feature subset with reduced number of features and improved classification accuracy compared to other approaches.
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