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We provide unconditional constructions of concurrent statistical zero-knowledge proofs for a variety of non-trivial problems (not known to have probabilistic polynomial-time algorithms). The problem...
Mix-nets can be used to shuffle vectors of shared secrets. This operation can be an important building block for solving combinatorial problems where constraints depend on secrets of di erent particip...
We give a complexity-theoretic characterization of the class of problems in NP having zeroknowledge argument systems. This characterization is symmetric in its treatment of the zero knowledge and the...
In this paper we show a general transformation from any honest verer statistical zero-knowledge argument to a concurrent sta- tistical zero-knowledge argument. Our transformation relies only ...
We provide the first construction of a concurrent and non-malleable zero knowledge argument for every language in NP. We stress that our construction is in the plain model with no common random stri...
An Efficient and Secure Two-flow Zero-Knowledge Identification Protocol.
We consider a type of zero-knowledge protocols that are of interest for their practical applications within networks like the Internet: efficient zero-knowledge arguments of knowledge that remain se...
In this paper we resolve an open problem regarding resettable zero knowledge in the bare public-key (BPK for short) model: Does there exist constant round resettable zero knowledge argument with con...
We show that every language in NP has a statistical zero-knowledge argument system under the (minimal) complexity assumption that one-way functions exist. In such protocols, even a computationally u...
In this paper, we propose a zero-knowledge authenticated key agreement protocol with key confirmation (AKC) in asymmetric setting. The protocol has several desirable security attributes like some cla...
Statistical zero-knowledge (SZK) properties play an important role in designing cryptographic protocols that enforce honest behavior while maintaining privacy. This paper presents a novel approach ...
We show that if a language L has a 4-round, black-box, computational zero-knowledge proof system with negligible soundness error, then L ∈ MA. Assuming the polynomial hierarchy does not collapse, th...
Zero-Knowledge in the Applied Pi-calculus and Automated Verification of the Direct Anonymous Attestation Protocol.
We introduce a new notion called `-isolated proofs of knowledge (`-IPoK). These are proofs of knowledge where a cheating prover is allowed to exchange up to ` bits of communication with some external...
We show that a problem in AM has a interactive zero-knowledge proof system if and only if it has a noninteractive zero knowledge proof system in the ‘help model’ of Ben-Or and Gutfreund (J. Cryptolo...

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