4.7 Article

Publicly Verifiable Databases With All Efficient Updating Operations

期刊

出版社

IEEE COMPUTER SOC
DOI: 10.1109/TKDE.2020.2975777

关键词

Databases; Servers; Electronic mail; Cryptography; Cloud computing; Outsourcing; Verifiable database; outsourcing paradigm; cloud computing; committed invertible Bloom filter

资金

  1. National Natural Science Foundation of China [61960206014]
  2. National Cryptography Development Fund [MMJJ20180110]

向作者/读者索取更多资源

This study presents a new verifiable database (VDB) scheme that supports all updating operations and introduces a new primitive tool called Committed Invertible Bloom Filter (CIBF).
The primitive of verifiable database (VDB) can enable a resource-limited client to securely outsource an encrypted database to an untrusted cloud server and the client could efficiently retrieve and update the data at will. Meanwhile, the client can undoubtedly detect any misbehavior by the server if the database has been tampered with. We argue that most of the existing VDB schemes can only support the updating operation of replacement, rather than other common updating operations such as insertion and deletion. Recently, the first publicly verifiable VDB schemes that supports all updating operations was proposed based on the idea of hierarchical vector commitment. However, one disadvantage of the proposed VDB scheme is that the computation and storage complexity increases linearly when the client continually inserts data records in the same index of the database. As a result, it remains an open problem how to construct an efficient (and publicly verifiable) VDB scheme that can support all updating operations regardless of the manner of insertion. In this paper, we first introduce a new primitive called committed invertible Bloom filter (CIBF) and utilize it to propose a new publicly verifiable VDB scheme that can support all kinds of updating operations. Additionally, the proposed construction is efficient regardless of the manner of updating operations and thus provides an affirmative answer to the above open problem.

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