5 citations · 10 across the 9 of their papers we have counts for
11 papers
General constructions of normal bent partitions related to vectorial dual-bent functions
Alexander Kholosha, Mohit Pal
Bent partitions were introduced as a generalization of partial spread construction of bent functions and they became a hot research topic recently. In this paper, we prove two gene…
Generalized -ary $\cPS$ Bent Functions
Alexander Kholosha, Mohit Pal
We use -dimensional partial spreads of $\fp^{2n}$, where is an odd prime, is a positive integer and divides , to construct two classes of bent functions from $\fp…
Ternary Binomial and Trinomial Bent Functions in the Completed Maiorana-McFarland Class
Tor Helleseth, Alexander Kholosha, Niki Spithaki
Two classes of ternary bent functions of degree four with two and three terms in the univariate representation that belong to the completed Maiorana-McFarland class are found. Bino…
Univariate Niho Bent Functions from o-Polynomials
Lilya Budaghyan, Alexander Kholosha, Claude Carlet +1
In this paper, we discover that any univariate Niho bent function is a sum of functions having the form of Leander-Kholosha bent functions with extra coefficients of the power term…
Niho Bent Functions and Subiaco/Adelaide Hyperovals
Tor Helleseth, Alexander Kholosha, Sihem Mesnager
In this paper, the relation between binomial Niho bent functions discovered by Dobbertin et al. and o-polynomials that give rise to the Subiaco and Adelaide classes of hyperovals i…
Sequences, Bent Functions and Jacobsthal sums
Tor Helleseth, Alexander Kholosha
The -ary function mapping to and given by with and $d=p^{3k}+p^…