Effective Privacy Preserved Clustering Based on Voronoi Diagram

Jinfei Liu, Jun Luo, Chenglin Fan
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引用次数: 1

Abstract

Consider a scenario like this: a data holder, such as a hospital (data publisher) wants to share patients' data with researcher (data user). However, due to privacy issue, the hospital could not publish the exact original data while the published data need to retain as much as possible the correlation of the original data for utility consideration. The entire existing models for publishing private data could not perfectly resolve the tradeoff between privacy and utility of the private data. This paper presents a novel private information publishing model Semi-Delaunay Diagram (SDD) based on Voronoi diagram and gives a clustering algorithm VDC based on SDD. This model not only protects privacy but also achieves a perfect clustering correlation. Extensive experiments show the different clustering results with the different input area parameter, and confirm that our VDC algorithm discovers clusters with arbitrary shape as DBSCAN algorithm does.
基于Voronoi图的有效隐私保护聚类
考虑这样一个场景:数据持有者,例如医院(数据发布者)希望与研究人员(数据用户)共享患者的数据。但由于隐私问题,医院无法公布准确的原始数据,而公布的数据需要尽可能保留原始数据的相关性,以考虑效用。现有的所有私有数据发布模型都不能很好地解决私有数据的私密性和实用性之间的权衡。提出了一种基于Voronoi图的私有信息发布模型半delaunay图(Semi-Delaunay Diagram, SDD),并给出了基于SDD的聚类算法VDC。该模型既保护了隐私,又实现了完美的聚类关联。大量的实验表明,不同输入区域参数下的聚类结果不同,并证实了我们的VDC算法可以像DBSCAN算法一样发现任意形状的聚类。
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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