Xiao Zhang;Zhaoqian He;Jinhai Li;Changlin Mei;Yanyan Yang
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引用次数: 0
Abstract
As one of the most important concepts for classification learning, neighborhood granules obtained by dividing adjacent objects or instances can be regarded as the minimal elements to simulate human cognition. At present, neighborhood granules have been successfully applied to knowledge acquisition. Nevertheless, little work has been devoted to the simultaneous selection of features and instances by the use of neighborhood granules. To fill this gap, we investigate in this paper the issue of bi-selection of instances and features based on neighborhood importance degree (NID). First, the conditional neighborhood entropy is defined to measure decision uncertainty of a neighborhood granule. Considering both decision uncertainty and coverage ability of a neighborhood granule, we propose the concept of NID. Then, an instance selection algorithm is formulated to select representative instances based on NID. Furthermore, an NID-based feature selection algorithm is provided for a neighborhood decision system. By integrating the instance selection and feature selection methods, a bi-selection approach based on NID (BSNID) is finally proposed to select instances and features. Lastly, some numerical experiments are conducted to evaluate the performance of BSNID. The results demonstrate that BSNID can take account of both reduction ratio and classification accuracy and, therefore, performs satisfactorily in effectiveness.
作为分类学习中最重要的概念之一,通过划分相邻对象或实例而获得的邻域颗粒可被视为模拟人类认知的最小元素。目前,邻域颗粒已成功应用于知识获取。然而,利用邻域颗粒同时选择特征和实例的研究却很少。为了填补这一空白,我们在本文中研究了基于邻域重要度(NID)的实例和特征双重选择问题。首先,定义了条件邻域熵来衡量邻域颗粒的决策不确定性。考虑到邻域颗粒的决策不确定性和覆盖能力,我们提出了 NID 的概念。然后,制定了一种实例选择算法,根据 NID 选择具有代表性的实例。此外,我们还为邻域决策系统提供了基于 NID 的特征选择算法。通过整合实例选择和特征选择方法,最终提出了一种基于 NID 的双选择方法(BSNID)来选择实例和特征。最后,我们进行了一些数值实验来评估 BSNID 的性能。结果表明,BSNID 可以同时兼顾缩减率和分类准确率,因此在有效性方面表现令人满意。
期刊介绍:
The IEEE Transactions on Big Data publishes peer-reviewed articles focusing on big data. These articles present innovative research ideas and application results across disciplines, including novel theories, algorithms, and applications. Research areas cover a wide range, such as big data analytics, visualization, curation, management, semantics, infrastructure, standards, performance analysis, intelligence extraction, scientific discovery, security, privacy, and legal issues specific to big data. The journal also prioritizes applications of big data in fields generating massive datasets.