The Knowledge Complexity of Interactive Proof Systems
Develops a complexity theory of knowledge in proofs and defines zero-knowledge proofs, giving examples for quadratic residuosity.
A proof of a theorem usually conveys more knowledge than the bare fact that it is true. This paper develops a computational complexity theory of the knowledge contained in a proof, defining zero-knowledge proofs as those that convey nothing beyond the correctness of the proposition. It presents zero-knowledge proof systems for the languages of quadratic residuosity and quadratic nonresiduosity, the first such examples for languages not known to be efficiently recognizable.
Based on: The Knowledge Complexity of Interactive Proof Systems · SIAM journal on computing (Print)
Curated by Aramai Editorial
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