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On the Etzion-Silberstein conjecture for block Ferrers diagrams
Marco Calderini, Marta Messia, Alessandro Neri
Ferrers diagram rank-metric codes are rank-metric codes with prescribed support, and their dimension is bounded from above by the Etzion--Silberstein bound. In this paper, we study…
On the infiniteness of a family of APN functions
Daniele Bartoli, Marco Calderini, Olga Polverino +1
APN functions play a fundamental role in cryptography against attacks on block ciphers. Several families of quadratic APN functions have been proposed in the recent years, whose co…
On construction and (non)existence of -(almost) perfect nonlinear functions
Daniele Bartoli, Marco Calderini
Functions with low differential uniformity have relevant applications in cryptography. Recently, functions with low -differential uniformity attracted lots of attention. In part…