4.5 Article

A Secure and Lightweight Multi-Party Private Intersection-Sum Scheme over a Symmetric Cryptosystem

期刊

SYMMETRY-BASEL
卷 15, 期 2, 页码 -

出版社

MDPI
DOI: 10.3390/sym15020319

关键词

private intersection-sum; secure computation; cloud computing

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This paper proposes a secure and lightweight multi-party private intersection-sum scheme, SLMP-PIS, which maintains data privacy based on zero sharing and arithmetic sharing, and considers the privacy of associated values using symmetric encryption. The security analysis shows that our protocol is secure in the semi-honest security model, and the experimental results demonstrate its efficiency and feasibility, with a 22.98% increase in efficiency when the number of participants is five.
A private intersection-sum (PIS) scheme considers the private computing problem of how parties jointly compute the sum of associated values in the set intersection. In scenarios such as electronic voting, corporate credit investigation, and ad conversions, private data are held by different parties. However, despite two-party PIS being well-developed in many previous works, its extended version, multi-party PIS, has rarely been discussed thus far. This is because, depending on the existing works, directly initiating multiple two-party PIS instances is considered to be a straightforward way to achieve multi-party PIS; however, by using this approach, the intersection-sum results of the two parties and the data only belonging to the two-party intersection will be leaked. Therefore, achieving secure multi-party PIS is still a challenge. In this paper, we propose a secure and lightweight multi-party private intersection-sum scheme called SLMP-PIS. We maintain data privacy based on zero sharing and oblivious pseudorandom functions to compute the multi-party intersection and consider the privacy of associated values using arithmetic sharing and symmetric encryption. The security analysis results show that our protocol is proven to be secure in the standard semi-honest security model. In addition, the experiment results demonstrate that our scheme is efficient and feasible in practice. Specifically, when the number of participants is five, the efficiency can be increased by 22.98%.

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