Titlebook: Applied Cryptography and Network Security; 8th International Co Jianying Zhou,Moti Yung Conference proceedings 2010 Springer-Verlag Berlin

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Principles on the Security of AES against First and Second-Order Differential Power Analysisis a powerful technique used to attack a cryptographic implementation in a resource-limited application environment like smartcards. Despite the extensive research on DPA of AES, it seems none has explicitly addressed the fundamental issue: How many rounds of the beginning and end parts of an AES im

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Adaptive Chosen-Message Side-Channel Attackslyze the increase of the attacks’ efficiencies that can be obtained by adaptively selecting the messages. For this purpose, we first describe a generic strategy that allows an adversary to take advantage of this capability. We show that it can be applied to any differential power or electromagnetic

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Batch Groth–Sahainear groups. While avoiding expensive NP-reductions, these proof systems are still inefficient due to the number of pairing computations required for verification. We apply recent techniques of . to the Groth-Sahai proof systems and succeed to improve significantly the complexity of proof verificati

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Improving the Round Complexity of Traitor Tracing Schemes process that can interact with any adversarial decoder and reveal the identities of the users whose keys are employed by the decoder. A number of desired design goals have been put forth for traitor tracing schemes, notably the minimization of the length of the ciphertexts, the length of the encryp

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Password Based Key Exchange Protocols on Elliptic Curves Which Conceal the Public Parametersre-Pointcheval-Rogaway (BPR) model. A significant novelty in our work is that the elliptic curve public parameters remain private. This is important in the context of ID contactless devices as, in this case, there will exist most probably a way to link these parameters with the nationality of the ID

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Password Based Key Exchange Protocols on Elliptic Curves Which Conceal the Public Parametersre-Pointcheval-Rogaway (BPR) model. A significant novelty in our work is that the elliptic curve public parameters remain private. This is important in the context of ID contactless devices as, in this case, there will exist most probably a way to link these parameters with the nationality of the ID document owners.