Abstract

ABSTRACTStructure-preserving signature, as a special kind of digital signature, provides a way to construct modular cryptographic protocols with reasonable efficiency while retaining conceptual simplicity. This feature makes it suitable to be applied in the construction of non-interactive anonymous credential systems, which allows the user to convince a verifier of the possession of a certificate issued by the trusted authority anonymously and efficiently without interaction. In this paper, we design a secure and efficient structure-preserving signature scheme (SPSIG), and combine the scheme with Groth–Sahai non-interactive zero-knowledge (GSNIZK) proof system to construct a non-interactive anonymous credential scheme. The SPSIG is based on q-ADH-SDH assumption and can resist existential forgery in the chosen message attack. The message, signature, and verification keys are group elements, which are fully compatible with the GSNIZK system. The SXDH assumption is employed to instantiate the certificate-proving process, which is considered to be the most efficient instantiation at the moment. We analyze the efficiency and formally prove the security in the standard model. The result shows that our scheme satisfies correctness, zero knowledge, and unforgeability, and achieves identity authentication in the way of anonymity. Besides, our scheme has stronger anonymity, traceability, and non-interaction, and has lower communication cost compared with the conventional schemes.

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