11 citations · 11 across the 10 of their papers we have counts for
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On Linear Complementary Pairs of Algebraic Geometry Codes over Finite Fields
Sanjit Bhowmick, Deepak Kumar Dalai, Sihem Mesnager
Linear complementary dual (LCD) codes and linear complementary pairs (LCP) of codes have been proposed for new applications as countermeasures against side-channel attacks (SCA) an…
In-depth analysis of S-boxes over binary finite fields concerning their differential and Feistel boomerang differential uniformities
Yuying Man, Sihem Mesnager, Nian Li +2
Substitution boxes (S-boxes) play a significant role in ensuring the resistance of block ciphers against various attacks. The Difference Distribution Table (DDT), the Feistel Boome…
On differential properties of a class of Niho-type power function
Zhexin Wang, Sihem Mesnager, Nian Li +1
This paper deals with Niho functions which are one of the most important classes of functions thanks to their close connections with a wide variety of objects from mathematics, suc…
Constructions of Constant Dimension Subspace Codes
Yun Li, Hongwei Liu, Sihem Mesnager
Subspace codes have important applications in random network coding. It is interesting to construct subspace codes with both sizes, and the minimum distances are as large as possib…
On the Boomerang Spectrum of Power Permutation over $\GF{2^{4n}}$ and Extraction of Optimal Uniformity Boomerang Functions
Kwang Ho Kim, Sihem Mesnager, Ye Bong Kim
A substitution box (S-box) in a symmetric primitive is a mapping that takes binary inputs and whose image is a binary -tuple for some positive integers and , whic…
Solving over $\GF{2^{4k}}$
Kwang Ho Kim, Sihem Mesnager, Chung Hyok Kim
Let be the power function over the finite field $\GF{2^{4k}}$ which is known as the Bracken-Leander function. In \cite{BCC10,BL10,CV20,Fu22,XY17}, it was pr…