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New efficient constructions of verifiable data streaming with accountability

机译:具有问责制的可验证数据流的新型高效构造

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Data streaming is widely used in various environments. Resource-limited devices outsource the processing and storage of massive numbers of sequential elements to cloud-based servers, and security protection is of primary importance for the outsourced streams. The streaming authenticated data structure schemes and verifiable data streaming schemes are introduced to provide data owners and verifiers with the ability to verify streaming elements. However, due to their enormous numbers of key parameters, expensive updating overheads, signature revocation, and other security and application problems, few of the existing schemes are feasible when massive numbers of streaming elements are involved and allowed to be updated. In this paper, we define and construct a new primitive, namely, dimension-increasing vector commitment (DIVC). Then, we present the definition of constant verifiable data streaming (CVDS), which is an extension of the original verifiable data streaming (VDS) scheme. Moreover, with the proposed DIVC scheme, which is based on the CDH assumption in bilinear pairings, we construct two concrete CVDS schemes, namely, the probabilistic verifiability CVDS (P-CVDS) scheme and the deterministic verifiability CVDS (D-CVDS) scheme, by respectively employing the counting Bloom filter and a dynamic accumulator, which is based on the q-SDH assumption in bilinear pairings. The analyses prove that both the P-CVDS and D-CVDS schemes satisfy the security requirements that are formulated in the CVDS definition. Finally, the efficiency and performance evaluation demonstrate that the proposed schemes are feasible in practical applications.
机译:数据流式传输广泛用于各种环境中。资源受限的设备将大量顺序元素的处理和存储外包给基于云的服务器,而安全保护对于外包流至关重要。引入了流认证数据结构方案和可验证数据流方案,以为数据所有者和验证者提供验证流元素的能力。然而,由于其大量的关键参数,昂贵的更新开销,签名撤销以及其他安全和应用问题,当涉及大量流元素并允许对其进行更新时,很少有现有方案可行。在本文中,我们定义并构造了一个新的原语,即维数增加的向量承诺(DIVC)。然后,我们提出了恒定可验证数据流(CVDS)的定义,它是原始可验证数据流(VDS)方案的扩展。此外,利用基于双线性对中CDH假设的DIVC方案,我们构造了两种具体的CVDS方案,即概率可验证性CVDS(P-CVDS)方案和确定性可验证性CVDS(D-CVDS)方案,通过分别使用基于双线性配对中q-SDH假设的计数布隆滤波器和动态累加器。分析证明,P-CVDS和D-CVDS方案均满足CVDS定义中提出的安全要求。最后,效率和性能评估表明所提出的方案在实际应用中是可行的。

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