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Date: 2012-05-30 08:52:53Cryptography Public-key cryptography Computational complexity theory Paillier cryptosystem Proof of knowledge Commitment scheme RSA Zero-knowledge proof Permutation ElGamal encryption IP | A Commitment-Consistent Proof of a Shuffle Douglas Wikstr¨om CSC KTH Stockholm, Sweden Abstract. We introduce a pre-computation technique that drasticallyAdd to Reading ListSource URL: www.nada.kth.seDownload Document from Source WebsiteFile Size: 280,75 KBShare Document on Facebook |
Lecture 19, Thurs March 30: RSA and Shor’s Algorithm Today we’ll see Shor’s algorithm. Given a positive integer N, which we’ll assume for simplicity is a product of two primes |and , this algorithm letsDocID: 1xVSj - View Document | |
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