Multiple non-interactive zero knowledge proofs based on a single random string

U. Feige, D. Lapidot, A. Shamir
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引用次数: 276

Abstract

The authors solve the two major open problems associated with noninteractive zero-knowledge proofs: how to enable polynomially many provers to prove in writing polynomially many theorems based on the basis of a single random string, and how to construct such proofs under general (rather than number-theoretic) assumptions. The constructions can be used in cryptographic applications in which the prover is restricted to polynomial time, and they are much simpler than earlier (and less capable) proposals.<>
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基于单个随机字符串的多个非交互式零知识证明
作者解决了与非交互零知识证明相关的两个主要开放问题:如何使多项式多个证明者能够基于单个随机字符串以多项式形式证明多个定理,以及如何在一般(而不是数论)假设下构造这样的证明。这些构造可以用于证明者限于多项式时间的密码学应用中,并且它们比以前的(功能较差的)建议简单得多
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