Searchable encryption using polynomial function and modular arithmetic

M. Ahsan, M. Sabilah, Md Abdullah Al Imran, M. Idris
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Abstract

With the advent of cloud computing more and more IT and business organizations are migrating to cloud for its entrancing features of computing and storage infrastructure. At the same, security, privacy of cloud computing is not at satisfactory level. To make things worse, clouds inherent nature brought new set of security issues. Specially, the cloud storage causes dilemma between two important factors: confidentiality and search facility. To preserve the confidentiality of data, user encrypts before outsourcing to cloud which deters user to search on encrypted data. An appropriate solution to the problem is searchable encryption (SE). In this paper, we study existing schemes of SE and enlist two security requirements: secure tag (or trapdoor) irreversibility and dynamic update of index. Lastly, we propose a searchable encryption scheme based on polynomial function and modular arithmetic. Our security analysis shows that, proposed scheme holds the necessary properties for SE.
使用多项式函数和模算法的可搜索加密
随着云计算的出现,越来越多的IT和业务组织因为云计算和存储基础设施的迷人特性而迁移到云上。同时,云计算的安全性、隐私性也不尽如人意。更糟糕的是,云的固有特性带来了一系列新的安全问题。特别是,云存储在保密性和搜索便利这两个重要因素之间造成了困境。为了保护数据的机密性,用户在将数据外包给云之前进行了加密,从而阻止了用户对加密数据的搜索。一个合适的解决方案是可搜索加密(SE)。本文研究了现有的SE方案,提出了安全标签(或活门)的不可逆性和索引的动态更新两个安全要求。最后,提出了一种基于多项式函数和模算法的可搜索加密方案。我们的安全性分析表明,所提出的方案具有SE的必要属性。
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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