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搜索结果: 1-11 共查到Zero Knowledge Proof相关记录11条 . 查询时间(0.093 秒)
A hash function family is called correlation intractable if for all sparse relations, it hard to find, given a random function from the family, an input output pair that satisfies the relation. Correl...
The area of practical proof systems, like SNARKs, STARKs, or Bulletproofs, is seeing a very dynamic development. Many use-cases of such systems involve, often as their most expensive apart, proving th...
The area of practical proof systems, like SNARKs, STARKs, or Bulletproofs, is seeing a very dynamic development. Many use-cases of such systems involve, often as their most expensive apart, proving th...
Recently there has been much academic and industrial interest in practical implementations of *zero knowledge proofs*. These techniques allow a party to *prove* to another party that a given statement...
In 2006, Groth, Ostrovsky and Sahai designed one non-interactive zero-knowledge (NIZK) proof system [new version, J. ACM, 59(3), 1-35, 2012] for plaintext being zero or one using bilinear groups with ...
Zero-knowledge proofs of knowledge and fully-homomorphic encryption are two areas that have seen considerable advances in recent years, and these two techniques are used in conjunction in the context ...
Since its introduction the UC framework by Canetti has received a lot of attention. A contributing factor to its popularity is that it allows to capture a large number of common cryptographic primitiv...
Practical anonymous credential systems are generally built around sigma-protocol ZK proofs. This requires that credentials be based on specially formed signatures. Here we ask whether we can instead...
Watrous (STOC 2006) proved that plugging classical bit commitment scheme that is secure against quantum attack into the GMW-type construction of zero-knowledge gives a classical zero-knowledge proof...
This paper introduces a new intractable security problem whose intractability is due to the NP completeness of multivariate quadratic problem. This novel problem uses quaternion algebra in conjuncti...
Blum integers (BL), which has extensively been used in the domain of cryptography, are integers with form pk1qk2 , where p and q are di®erent primes both ´ 3 mod 4 and k1 and k2 are odd in...

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