On utilizing association and interaction concepts for enhancing microaggregation in secure statistical databases.

B John Oommen, Ebaa Fayyoumi
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引用次数: 8

Abstract

This paper presents a possibly pioneering endeavor to tackle the Microaggregation Techniques (MATs) in secure statistical databases by resorting to the principles of associative neural networks (NNs). The prior art has improved the available solutions to the MAT by incorporating proximity information, and this approach is done by recursively reducing the size of the data set by excluding points that are farthest from the centroid and points that are closest to these farthest points. Thus, although the method is extremely effective, arguably, it uses only the proximity information while ignoring the mutual interaction between the records. In this paper, we argue that interrecord relationships can be quantified in terms of the following two entities: 1) their "association" and 2) their "interaction." This case means that records that are not necessarily close to each other may still be "grouped," because their mutual interaction, which is quantified by invoking transitive-closure-like operations on the latter entity, could be significant, as suggested by the theoretically sound principles of NNs. By repeatedly invoking the interrecord associations and interactions, the records are grouped into sizes of cardinality " k," where k is the security parameter in the algorithm. Our experimental results, which are done on artificial data and benchmark real-life data sets, demonstrate that the newly proposed method is superior to the state of the art not only based on the Information Loss (IL) perspective but also when it concerns a criterion that involves a combination of the IL and the Disclosure Risk (DR).

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利用关联和交互概念增强安全统计数据库中的微聚合。
本文提出了一种可能是开创性的尝试,通过求助于关联神经网络(nn)的原理来解决安全统计数据库中的微聚集技术(MATs)。现有技术通过结合接近信息改进了MAT的可用解决方案,这种方法是通过排除离质心最远的点和最接近这些最远点的点来递归地减少数据集的大小来实现的。因此,尽管该方法非常有效,但有争议的是,它只使用了接近信息,而忽略了记录之间的相互作用。在本文中,我们认为记录间关系可以用以下两个实体来量化:1)它们的“关联”和2)它们的“交互”。这种情况意味着彼此不一定接近的记录可能仍然被“分组”,因为它们的相互作用(通过对后者实体调用类似传递闭包的操作来量化)可能是重要的,正如神经网络理论上合理的原则所建议的那样。通过重复调用记录间关联和交互,记录被分组为基数“k”的大小,其中k是算法中的安全参数。我们在人工数据和基准真实数据集上进行的实验结果表明,新提出的方法不仅基于信息丢失(IL)的角度,而且在涉及IL和披露风险(DR)组合的标准时,都优于目前的技术水平。
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