A Novel (K, X)-isomorphism Method for Protecting Privacy in Weighted social Network

Sarah Al-Kharji, Yuan Tian, Mznah Al-Rodhaan
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引用次数: 6

Abstract

From the beginning of 21st century, most people, especially the young ones, used to share whatever they want from their stuff like photo, chats, opinion, interests, accomplishments, and so on, over the social network day after day. One of the quite popular debates is about that if the social network sites preserve the individual privacy or not. The anonymizing techniques are famous techniques which provide privacy preservation for the published structural data. The proposed method aims to preserve the individuals’ privacy in the weighted social network network. This research proposes a (K, X)-isomorphism method, which is an anonymizing technique that produces for every subgraph a K -1 candidate subgraph. A (K X)-isomorphism depends on a range of methods that will help to make for every subgraph a ${K-1}$ similar subgraphs, like weighted community detection, graph density, weighted maximum common subgraph and bi-clustering methods. This research improves an MPD\_V method which is a maximum common subgraph, where this improvement makes MPD\_V more fitting to find the similarly weighted subgraphs.
加权社会网络中一种新的(K, X)-同构隐私保护方法
从21世纪初开始,大多数人,尤其是年轻人,习惯于在社交网络上日复一日地分享他们想要的东西,比如照片、聊天记录、观点、兴趣、成就等等。其中一个非常流行的争论是关于社交网站是否保护个人隐私。匿名化技术是为已发布的结构化数据提供隐私保护的著名技术。该方法旨在保护加权社会网络中个人的隐私。本研究提出了一种(K, X)-同构方法,该方法是一种匿名化技术,为每个子图生成K -1个候选子图。A (K X)-同构依赖于一系列方法,这些方法将有助于为每个子图创建${K-1}$相似的子图,如加权社区检测,图密度,加权最大公共子图和双聚类方法。本研究改进了一种MPD\_V方法,它是一种最大公共子图,这种改进使得MPD\_V更适合于寻找相似加权的子图。
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