Improved Data Classification using Fuzzy Euclidean Hyperbox Classifier

Chandrashekhar Azad, A. Mehta, V. Jha
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引用次数: 3

Abstract

In this paper, a modification to the simple fuzzy min-max classifier has been proposed. The primary objective was the design of an efficient classifier that can be used in a wide range of application domains, unlike most prior works which focus on selected problems. This work retains the fuzzy neural structure of the original work but proposes a different membership function for the hyperboxes based on the Euclidean distance measure. The new function takes into consideration the centroids of the hyperboxes and not just the min and max points. The competence of the proposed classifier is tested on kinds of datasets. Further, a novel approach in which the classifier can also handle partly labeled data (or data with missing labels) is also discussed. One of the most important requisites of any classification algorithm is its efficiency. In the result-driven technological world of today, where mobile computing is a major thrust area, simple and elegant solutions are highly sought. Thus speed and efficiency were major considerations in the choice of the classifier for the classification system designed.
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基于模糊欧几里得超盒分类器的改进数据分类
本文提出了一种对简单模糊最小最大分类器的改进。主要目标是设计一个有效的分类器,可以在广泛的应用领域中使用,不像大多数先前的工作,专注于选择的问题。本工作保留了原始工作的模糊神经结构,但提出了基于欧几里得距离度量的超盒的不同隶属函数。新函数考虑了超框的质心,而不仅仅是最小和最大点。在不同的数据集上测试了所提出的分类器的能力。此外,还讨论了一种分类器也可以处理部分标记数据(或缺少标签的数据)的新方法。任何分类算法的一个最重要的条件是它的效率。在今天以结果为导向的技术世界中,移动计算是一个主要的推力领域,人们高度寻求简单而优雅的解决方案。因此,在设计分类系统时,速度和效率是选择分类器的主要考虑因素。
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