Add to ORKGWe investigate the nonlinearity of functions from F_2^{m} to F_2^{n}. We give asymptotic bounds for almost all these functions
We obtain tight bound between nonlinearity and algebraic immunity of a Boolean function and construc...
AbstractIn this paper, we present a construction method of m-resilient Boolean functions with very h...
Cryptographic Boolean functions must be complex to satisfy Shannon\u27s principle of confusion. But ...
We study the nonlinearity of functions defined on a finite field with 2^m elements which are the tra...
Parmi les différents critères qu'une fonction booléenne doit satisfaire en cryptographie, on s'intér...
International audienceIt is known that the symmetric Boolean functions with optimal nonlinearity are...
. It is a well known fact that the nonlinearity of a function f on the n-dimensional vector space V...
AbstractFunctions with high nonlinearity have important applications in cryptography, sequences and ...
In this article, we study two representations of a Boolean function which are very important in the ...
We extend the lower bound, obtained by M. Lobanov, on the first order nonlinearity of functions with...
. Highly nonlinear Boolean functions occupy an important position in the design of secure block as w...
Highly nonlinear Boolean functions play a central role in the design and security analysis of high s...
In this paper, we estimate the lower bounds on third-order nonlinearities of some biquadratic monomi...
In this paper we want to estimate the nonlinearity of Boolean functions, by probabilistic methods, w...
17 USC 105 interim-entered record; under temporary embargo.In this paper we want to estimate the non...
We obtain tight bound between nonlinearity and algebraic immunity of a Boolean function and construc...
AbstractIn this paper, we present a construction method of m-resilient Boolean functions with very h...
Cryptographic Boolean functions must be complex to satisfy Shannon\u27s principle of confusion. But ...
We study the nonlinearity of functions defined on a finite field with 2^m elements which are the tra...
Parmi les différents critères qu'une fonction booléenne doit satisfaire en cryptographie, on s'intér...
International audienceIt is known that the symmetric Boolean functions with optimal nonlinearity are...
. It is a well known fact that the nonlinearity of a function f on the n-dimensional vector space V...
AbstractFunctions with high nonlinearity have important applications in cryptography, sequences and ...
In this article, we study two representations of a Boolean function which are very important in the ...
We extend the lower bound, obtained by M. Lobanov, on the first order nonlinearity of functions with...
. Highly nonlinear Boolean functions occupy an important position in the design of secure block as w...
Highly nonlinear Boolean functions play a central role in the design and security analysis of high s...
In this paper, we estimate the lower bounds on third-order nonlinearities of some biquadratic monomi...
In this paper we want to estimate the nonlinearity of Boolean functions, by probabilistic methods, w...
17 USC 105 interim-entered record; under temporary embargo.In this paper we want to estimate the non...
We obtain tight bound between nonlinearity and algebraic immunity of a Boolean function and construc...
AbstractIn this paper, we present a construction method of m-resilient Boolean functions with very h...
Cryptographic Boolean functions must be complex to satisfy Shannon\u27s principle of confusion. But ...