An Intuitionistic Fuzzy Approach With Rough Entropy Measure to Detect Outliers in Two Universal Sets

T. Sangeetha, Geetha Mary Amalanathan
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Abstract

The process of recognizing patterns, collecting knowledge from massive databases is called data mining. An object which does not obey and deviates from other objects by their characteristics or behavior are known as outliers. Research works carried out so far on outlier detection were focused only on numerical data, categorical data, and in single universal sets. The main goal of this article is to detect outliers significant in two universal sets by applying the intuitionistic fuzzy cut relationship based on membership and non-membership values. The proposed method, weighted density outlier detection, is based on rough entropy, and is employed to detect outliers. Since it is unsupervised, without considering class labels of decision attributes, weighted density values for all conditional attributes and objects are calculated to detect outliers. For experimental analysis, the Iris dataset from the UCI repository is taken to detect outliers, and comparisons have been made with existing algorithms to prove its efficiency.
用粗糙熵测度的直觉模糊方法检测两个泛集中的异常点
从海量数据库中识别模式、收集知识的过程称为数据挖掘。一个物体由于其特性或行为而不服从或偏离其他物体被称为异常值。迄今为止,关于异常值检测的研究工作只集中在数值数据、分类数据和单一通用集上。本文的主要目标是应用基于隶属度和非隶属度值的直觉模糊切关系来检测两个泛集中的显著异常值。提出了一种基于粗糙熵的加权密度离群点检测方法,用于检测离群点。由于它是无监督的,不考虑决策属性的类标签,计算所有条件属性和对象的加权密度值来检测异常值。在实验分析中,采用UCI知识库中的Iris数据集检测异常值,并与现有算法进行了比较,以证明其有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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