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Symbolic methods for reasoning about the security of cryptographic systems have for some time concentrated mainly on protocols. More recently, however, we see a rising interest in the use of symbolic ...
Symbolic methods for reasoning about the security of cryptographic systems have for some time concentrated mainly on protocols. More recently, however, we see a rising interest in the use of symbolic ...
In this paper, we improve the lower bound on the maximum nonlinearity of 1- resilient Boolean functions, for n even, by proposing a method of constructing this class of functions attaining the best ...
We present an invariant subspace attack on the block cipher Midori64, proposed at Asiacrypt 2015. Our analysis shows that Midori64 has a class of 2^{32} weak keys. Under any such key, the cipher can b...
We explore the feasibility of applying SAT solvers to optimizing implementations of small functions such as S-boxes for multiple optimization criteria, e.g., the number of nonlinear gates and the nu...
Linear and differential cryptanalysis and their generalizations are the most important tools in statistical analysis of symmetric ciphers. These attacks make use of linear and differential propertie...
S-Boxes are the key components of many cryptographic primitives and designing them to improve resilience to attacks such as linear or differential cryptanalysis is well understood. In this paper, we i...
We study an infinite class of functions which provably achieve an optimum algebraic immunity, an optimum algebraic degree and a good nonlinearity. We checked that it has also a good behavior against...
This was a short note that deals with the design of Rainbow or “stagewise unbalanced oil-and-vinegar” multivariate signature schemes. We exhibit new cryptanalysis for current schemes that relates to...
In this paper we consider the notions of the Hamming weight and the algebraic normal form. We solve an open problem devoted to checking divisibility of the weight by 2k. We generalize the criterion ...

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