May 8, 2015 · On the one hand using addition modulo 2n may increase the nonlinearity of a round function, but on the other hand it decreases the performance.
Apr 15, 2015 · In this paper we use algebraic attacks to analyze an SP network with addition modulo 2n as the key mixing layer. In particular, we show how to ...
One of the ways to improve the security of cryptographic primitives is the use of additional nonlinear layers. However, this replacement may not have any effect ...
Influence of addition modulo 2 n on algebraic attacks. May 2015; Cryptography ... addition modulo 2 n in round functions influences algebraic attacks.
Influence of addition modulo 2^n on algebraic attacks. Authors: O. Kazymyrov, R. Oliynykov and H. Raddum. Status: Published.
One of the ways to improve the security of cryptographic primitives is the use of additional nonlinear layers. However, this replacement may not have any effect ...
Oleksandr Kazymyrov, Roman Oliynykov , Håvard Raddum : Influence of addition modulo 2 n on algebraic attacks. Cryptogr. Commun. 8(2): 277-289 (2016).
Nov 1, 2013 · Influence of addition modulo 2n on algebraic attacks. Many modern ciphers have a substitution-permutation (SP) network as a main component.
Apr 9, 2015 · If a cipher has mixed operations, e.g ⊕ (addition mod 2), and addition modulo 28. How we we going to express them mathematically? Thanks in ...
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Influence of addition modulo 2 on algebraic attacks. O Kazymyrov, R Oliynykov, H Raddum. Cryptography and Communications 8, 277-289, 2016. 33, 2016.