Titlebook: Cryptography and Information Security in the Balkans; Second International Enes Pasalic,Lars R. Knudsen Conference proceedings 2016 Springe

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Linear Cryptanalysis and Modified DES with Embedded Parity Check in the S-boxes, the corresponding bias and the number of effective bits depend crucially on the parity position chosen, and may lead not only to reduction but as well to growth in complexity of successful linear cryptanalysis compared to that towards the original DES.

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Results on Characterizations of Plateaued Functions in Arbitrary Characteristicization of plateaued functions in terms of fourth power moments of their Walsh transforms. Furthermore, we give a new proof of the characterization of vectorial bent functions. Finally, we present the characterizations of vectorial .-plateaued functions in terms of moments of their Walsh transforms and the zeros of their second-order derivatives.

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Analysis of the Authenticated Cipher MORUS (v1)probabilities significantly higher than the random case. We note that the presented results do not threaten the security of the scheme. This is the first external analysis of the authenticated cipher MORUS.

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0302-9743 eviewed and selected from 27 submissions. They areorganized in topical sections named: symmetric key cryptography; cryptanalysis;security and protocols; and implementation and verifiable encryption..978-3-319-29171-0978-3-319-29172-7Series ISSN 0302-9743 Series E-ISSN 1611-3349

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Fault Tolerance in Caching Systemsization of plateaued functions in terms of fourth power moments of their Walsh transforms. Furthermore, we give a new proof of the characterization of vectorial bent functions. Finally, we present the characterizations of vectorial .-plateaued functions in terms of moments of their Walsh transforms and the zeros of their second-order derivatives.

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Results on Characterizations of Plateaued Functions in Arbitrary Characteristicfirst provide the characterizations of plateaued functions in terms of the moments of their Walsh transforms. Next, we generalize the characterizations of Boolean bent and plateaued functions in terms of their second-order derivatives to arbitrary characteristic. Moreover, we present a new character

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