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Efficient strong designated verifier signature schemes without random oracle or with non-delegatability

机译:高效的强指定验证者签名方案,无需随机预言或不可委托

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摘要

Designated verifier signature (DVS) allows a signer to convince a designated verifier that a signature is generated by the signer without letting the verifier transfer the conviction to others, while the public can still tell that the signature must be generated by one of them. Strong DVS (SDVS) strengthens the latter part by restricting the public from telling whether the signature is generated by one of them or by someone else. In this paper, we propose two new SDVS schemes. Compared with existing SDVS schemes, the first new scheme has almost the same signature size and meanwhile, is proven secure in the standard model, while the existing ones are secure in the random oracle model. It has tight security reduction to the DDH assumption and the security of the underlying pseudorandom functions. Our second new scheme is the first SDVS supporting non-delegatability, the notion of which was introduced by Lipmaa, Wang and Bao in the context of DVS in ICALP 2005. The scheme is efficient and is provably secure in the random oracle model based on the discrete logarithm assumption and Gap Diffie-Hellman assumption.
机译:指定的验证者签名(DVS)使签名者可以说服指定的验证者签名是由签名者生成的,而无需让验证者将其信念转移给其他人,而公众仍然可以知道签名必须由其中一个生成。强大的DVS(SDVS)通过限制公众不知道签名是由其中一个生成还是由其他人生成而增强了后一部分。在本文中,我们提出了两种新的SDVS方案。与现有的SDVS方案相比,第一个新方案具有几乎相同的签名大小,同时,在标准模型中被证明是安全的,而在随机预言模型中则被证明是安全的。它严格降低了DDH假设的安全性,并降低了底层伪随机函数的安全性。我们的第二个新方案是第一个支持不可委托性的SDVS,它的概念是由Lipmaa,Wang和Bao在ICALP 2005中的DVS上下文中引入的。该方案高效且在基于Oracle的随机预言模型中可证明是安全的。离散对数假设和Gap Diffie-Hellman假设。

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