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Dynamic Policy Attribute Based Encryption and its Application in Generic Construction of Multi-Keyword Search

机译:基于动态策略属性的加密及其在多关键字搜索的通用构建中的应用

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Attribute based encryption (ABE) is an encryption technique which provides a good solution to the security issues in the cloud environment. Through ABE, a data owner can achieve the fine-grained sharing of data encrypted under attributes or an access policy which they possess. The relation among these attributes is represented by the access policy which is expressed as an access tree. In this article, the authors first present an ABE scheme which supports frequent changes in the access tree and hence, it is named a dynamic policy ABE. Also, the proposed scheme generates secret keys of constant size which can save bandwidth. The proposed scheme is based on key-policy design and supports monotonic access structure that consists of AND, OR and Threshold gates. Inspired by the proposed dynamic policy ABE scheme the authors then present a multi-keyword search scheme which inherits all the features of the proposed ABE scheme. Therefore, it provides a constant size trapdoor and support for fast search. The construction of a multi-keyword search scheme is generic in nature and any ABE scheme can be converted to the multi-keyword search scheme using the transformation method given in the paper. Finally, the proposed schemes are proven to be secure under Decisional Bilinear Diffie-Hellman (DBDH) assumption.
机译:基于属性的加密(ABE)是一种加密技术,它为云环境中的安全问题提供了良好的解决方案。通过ABE,数据所有者可以实现它们所拥有的属性或访问策略的细粒度分享数据。这些属性之间的关系由访问策略表示,该访问策略表示为访问树。在本文中,作者首先介绍了一个ABE方案,支持频繁更改访问树,因此,它被命名为ABE的动态策略。此外,所提出的方案会产生可以节省带宽的恒定大小的秘密键。该方案基于关键策略设计,支持由和阈值门的单调访问结构。受到建议的动态策略ABE方案的启发,作者然后呈现了一个多关键字的搜索方案,其继承了所提出的ABE方案的所有功能。因此,它提供了恒定的陷阱和支持快速搜索。多关键字搜索方案的构造在自然界中是通用的,并且可以使用纸张中给出的转换方法将任何ABE方案转换为多关键字搜索方案。最后,拟议的计划被证明是在决定性的双线性Diffie-Hellman(DBDH)假设下的安全。

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