基于模糊时空背景的匿名性

Priti Jagwani, Saroj Kaushik
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引用次数: 3

摘要

随着LBS的广泛使用,方便已经触手可及,但另一方面,它也加剧了许多安全和隐私问题。本文利用模糊时空属性解决了位置k -匿名问题,这是研究位置隐私问题的一个新视角。在lbs和移动客户端环境中,位置k -匿名是指位置信息的k -匿名使用。提出了一种基于时空背景的模糊属性来确定位置披露的新方法,该方法将为我们提供K-匿名目的的K值。识别隐私问题的时空模糊属性,实现模糊推理系统(FIS),以这些属性为输入,生成位置披露值。利用位置披露值,计算K-匿名性,保证隐私。这个K值直接基于当前的时空上下文,并且对该上下文中存在的所有用户有效。此外,基于对经常使用POI(兴趣点)服务的潜在用户进行调查获得的响应,生成了一个详尽的模糊规则库。然后,利用模糊C均值聚类技术提取FIS规则库中的模糊规则。利用FCM提取的规则,减少了规则库的大小,并对FCM的性能进行了评价。为了可伸缩性和效率的目的,减少了规则库中的规则数量。计算每个约简集的均方根误差(RMSE),并与初始穷举规则库进行比较。可以观察到,规则库的大小可以在相当程度上减小。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
K Anonymity Based on Fuzzy Spatio-temporal Context
With the wide spread usage of LBS, convenience has reached on the finger tips of mobile users, but on the other side, it has escalated many security and privacy concerns. In this paper we address the location K-anonymity problem using fuzzy spatio-temporal attributes, a new perspective of looking at privacy issue in location privacy. In the context of LBSs and mobile clients, location K-anonymity refers to K-anonymous usage of location information. A novel approach for determining location disclosure based on fuzzy attributes of spatio-temporal context is proposed which in turn will give us a value of K for K-anonymity purpose. Spatio-temporal fuzzy attributes for privacy issues are identified and Fuzzy Inference System (FIS) is implemented that takes these attributes as input and generates location disclosure value. Using Location disclosure value, K is computed for K-anonymity to ensure privacy. This value of K is directly based on current spatio temporal context and is valid for all users present in that context. Further, an exhaustive rule base of fuzzy rules is generated based on responses obtained by conducting survey on the potential users who frequently use POI (Point of Interest) services. Later on, fuzzy rules for FIS rule base are extracted using Fuzzy C Means (FCM) clustering technique. Using the rules extracted through FCM, the size of rule base is reduced and the performance of the FIS is evaluated. Number of rules in rule base is decreased for scalability and efficiency purposes. Root Mean Square Error (RMSE) for every reduced set is computed and compared with initial exhaustive rule base. It is observed that size of rule base can be decreased to a considerable extent.
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