Aaron Geary

most cited

C

-differential bent functions and perfect nonlinearity

3 citations · 3 across the 3 of their papers we have counts for

collaborators

3 papers

cs.IT2021

Higher Order $c$ -Differentials

Aaron Geary, Marco Calderini, Constanza Riera +1

EFRST20, the notion of $c$ -differentials was introduced as a potential expansion of differential cryptanalysis against block ciphers utilizing substitution boxes. Drawing inspirati…

cs.IT2020★ 3 cited

$C$ -differential bent functions and perfect nonlinearity

Pantelimon Stanica, Sugata Gangopadhyay, Aaron Geary +2

Drawing inspiration from Nyberg's paper~\cite{Nyb91} on perfect nonlinearity and the $c$ -differential notion we defined in~\cite{EFRST20}, in this paper we introduce the concept of…

cs.IT2020

The $c$ -differential behavior of the inverse function under the $E A$ -equivalence

Pantelimon Stanica, Aaron Geary

While the classical differential uniformity ( $c = 1$ ) is invariant under the CCZ-equivalence, the newly defined \cite{EFRST20} concept of $c$ -differential uniformity, in general is n…

Higher Order c-Differentials

C-differential bent functions and perfect nonlinearity

The c-differential behavior of the inverse function under the EA-equivalence

Higher Order $c$ -Differentials

$C$ -differential bent functions and perfect nonlinearity

The $c$ -differential behavior of the inverse function under the $E A$ -equivalence