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Titlebook: Advances in Cryptology — CRYPTO ’93; 13th Annual Internat Douglas R. Stinson Conference proceedings 1994 Springer-Verlag Berlin Heidelberg

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https://doi.org/10.1007/978-3-642-93258-8 required, neither before nor after this single message is sent. In the “envelope” model, the prover sends a sequence of envelopes to the verifier, where each envelope contains one bit of the prover’s proof. It suffices for the verifier to open a constant number of envelopes in order to verify the c
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Carotisstenosen und -verschlüsseucture out of a given set and/or to allow the participants to reconstruct different secrets (in different time instants) by sending to all participants the same broadcast message. In this paper we establish a formal setting to study such secret sharing schemes. The security of the schemes presented
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Carotisstenosen und -verschlüssent information held by some predetermined number of these participants. In this paper we extend this problem to one where there is more than one secret that participants can reconstruct using the information that they hold. In particular we consider the situation where there is a secret .. associate
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Clinical Examination of Wrist Ligaments factorization took approximately 825 MIPS years and was completed within three months real time. At the time of writing RSA-120 is the largest integer ever factored by a general purpose factoring algorithm. We also present some conservative extrapolations to estimate the difficulty of factoring eve
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https://doi.org/10.1007/978-2-8178-0379-1rrett’s algorithm and Montgomery’s algorithm. These algorithms are a time critical step in the implementation of the modular exponentiation operation. For each of these algorithms their application in the modular exponentiation operation is considered. Modular exponentiation constitutes the basis of
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