LPOCSIN With K-Means: An Overlapping Clustering Technique with Cluster Information

Partho Sarathi Sarker, Md. Imran Hossain Showrov
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引用次数: 1

Abstract

Research in the social network has become an escalating area. In past days, most network study on the basis of whether there is a relationship exists or not as well as study with the weight of the relationship. But the weight value was limited within the positive number. Nowadays when the social network is part of every aspect of human life, the weight value is not limited to positive numbers only. Like any online product, the user has to see the review before buying this. Today's review system of any online marketing shop is facilitated by the positive-negative value. A network with signed weight is called a signed network. It is exceptionally much vital to study with the signed network because it moreover expanding day by day. However, most of the researches in this field have done with the unweighted form of the relationship. In this paper, we will show the basic research theory of signed network like a measure of imbalance with social balance theory and clustering technique and explain how a linear programming approach works with the sign network data and giving the desired overlapping cluster.
基于K-Means的LPOCSIN:一种具有聚类信息的重叠聚类技术
对社交网络的研究已经成为一个不断升级的领域。在过去,大多数网络研究都是基于是否存在关系以及关系的权重进行研究。但权重值被限制在正数以内。如今,社交网络已成为人类生活方方面面的一部分,其权重值也不仅仅局限于正数。像任何在线产品一样,用户在购买之前必须看到评论。今天任何网络营销商店的审查系统都是由正负值推动的。具有签名权值的网络称为签名网络。随着签名网络的日益发展,对其进行研究显得尤为重要。然而,这一领域的大多数研究都是在关系的非加权形式下进行的。在本文中,我们将展示符号网络的基本研究理论,如社会平衡理论和聚类技术的不平衡度量,并解释线性规划方法如何处理符号网络数据并给出期望的重叠聚类。
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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