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Titlebook: Jugendmedizin; Gesundheit und Gesel Bernhard Stier,Nikolaus Weissenrieder Book 20061st edition Springer-Verlag Berlin Heidelberg 2006 Adres

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B. Stier,N. Weissenrieder (biased) rounded subset-product. The second instantiation eliminates bias by working over suitable moduli and decomposing the computation into “Chinese remainder” components..We analyze the concrete security of these instantiations, and provide initial software implementations whose throughputs are
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B. Stier,N. Weissenrieder (biased) rounded subset-product. The second instantiation eliminates bias by working over suitable moduli and decomposing the computation into “Chinese remainder” components..We analyze the concrete security of these instantiations, and provide initial software implementations whose throughputs are
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B. Stier,N. Weissenriedercient even when running sequentially. Third, we demonstrate the improved efficiency of our new algorithm by applying it to the key stream generator .. from the Bluetooth standard. In this case, we get a theoretical speed-up by a factor of about 8, even without any parallelism. This improves the fast
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G. Mühlen Achsystem..Since Meier and Staffelbach original paper, avoiding low Hamming weight feedback polynomials has been a widely believed principle. However this rule did not materialize in previous recent attacks. With the new attacks described in this paper, we show explicitly that this principle remains tru
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N. Weissenriedercryptanalysts always try to break as many rounds of the cipher as possible by pushing the attack to its limit..Surprisingly, our approach also reveals the fact that the success probability is . a monotonously increasing function of the data complexity, and can decrease if more data is used. Using le
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R. Schmidtally confirm our results on 2/3 of the steps of .. We introduce a new type of chosen-key differential distinguisher, called . distinguisher, and successfully penetrate 10 of the total 12 steps of .. We show that this type of attack is generic in the chosen-key model, and can be applied to any 10-rou
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C. Palentien,K. Hurrelmannrepetition bias proposed by Mantin in EUROCRYPT 2005, and sequentially recovers the later bytes of the plaintext after recovering the first 257 bytes. Once the possible candidates for the first 257 bytes are obtained by our bias set, the later bytes can be recovered from about . ciphertexts with pro
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