Biblio

Filters: Author is Fournier-Viger, Philippe  [Clear All Filters]
2019-12-16
Wu, Jimmy Ming-Tai, Chun-Wei Lin, Jerry, Djenouri, Youcef, Fournier-Viger, Philippe, Zhang, Yuyu.  2019.  A Swarm-based Data Sanitization Algorithm in Privacy-Preserving Data Mining. 2019 IEEE Congress on Evolutionary Computation (CEC). :1461–1467.
In recent decades, data protection (PPDM), which not only hides information, but also provides information that is useful to make decisions, has become a critical concern. We present a sanitization algorithm with the consideration of four side effects based on multi-objective PSO and hierarchical clustering methods to find optimized solutions for PPDM. Experiments showed that compared to existing approaches, the designed sanitization algorithm based on the hierarchical clustering method achieves satisfactory performance in terms of hiding failure, missing cost, and artificial cost.
2017-05-18
Lin, Jerry Chun-Wei, Liu, Qiankun, Fournier-Viger, Philippe, Hong, Tzung-Pei, Zhan, Justin, Voznak, Miroslav.  2016.  An Efficient Anonymous System for Transaction Data. Proceedings of the The 3rd Multidisciplinary International Social Networks Conference on SocialInformatics 2016, Data Science 2016. :28:1–28:6.

k-anonymity is an efficient way to anonymize the relational data to protect privacy against re-identification attacks. For the purpose of k-anonymity on transaction data, each item is considered as the quasi-identifier attribute, thus increasing high dimension problem as well as the computational complexity and information loss for anonymity. In this paper, an efficient anonymity system is designed to not only anonymize transaction data with lower information loss but also reduce the computational complexity for anonymity. An extensive experiment is carried to show the efficiency of the designed approach compared to the state-of-the-art algorithms for anonymity in terms of runtime and information loss. Experimental results indicate that the proposed anonymous system outperforms the compared algorithms in all respects.