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Titlebook: Cryptology and Network Security; 5th International Co David Pointcheval,Yi Mu,Kefei Chen Conference proceedings 2006 Springer-Verlag Berlin

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A Fast Algorithm for Determining the Linear Complexity of Periodic Sequences over ,(3) is a prime number, and 3 is a primitive root modulo .. . The algorithm presented here generalizes the fast algorithm to determine the linear complexity of a sequence over .(.) with period .., where . is a prime, . is a prime and a primitive root modulo ...
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Shorter Verifier-Local Revocation Group Signatures from Bilinear MapsWe propose a new computational complexity assumption from bilinear map, based on which we construct Verifier-Local Revocation group signatures with shorter lengths than previous ones.
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Authentication and user managementk in the standard model, from the Cramer-Shoup and Kurosawa-Desmedt constructions. The schemes obtained are quite efficient. In fact, the Cramer-Shoup derived schemes are more efficient than the previous schemes from this construction, including the Cramer-Shoup cryptosystem, when long messages are
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Authentication and user managementconcept was introduced by Shamir. Their scheme achieves chosen-ciphertext security (. secure in the sense of .); however, the security reduction is far from being tight..In this paper, we present an efficient variant of the Boneh-Franklin scheme that achieves a tight security reduction. Our scheme i
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The Zope 3 Component Architecturestandards for short range wireless communication. All such key exchange protocols employ data authentication as an unavoidable subtask. As a solution, we propose an asymptotically optimal protocol family for data authentication that uses short manually authenticated out-of-band messages. Compared to
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