6 citations · 11 across the 11 of their papers we have counts for
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On functions with the maximal number of bent components
Nurdagül Anbar, Tekgül Kalaycı, Wilfried Meidl +1
A function , , can have at most bent component functions. Trivial examples are obtained as $F(x) = (f_1(x),\ldots,f_m(x)…
Bent and -bent functions from spread-like partitions
Wilfried Meidl, Isabel Pirsic
Bent functions from a vector space over of even dimension into the cyclic group , or equivalently, relative difference sets in $V_n\time…
Determining the Walsh spectra of Taniguchi's and related APN-functions
Nurdagül Anbar, Tekgül Kalaycı, Wilfried Meidl
We introduce a method based on Bezout's theorem on intersection points of two projective plane curves, for determining the nonlinearity of some classes of quadratic functions on $\…
On the normality of -ary bent functions
Wilfried Meidl, Ísabel Piršić
Depending on the parity of and the regularity of a bent function from to , can be affine on a subspace of dimension at most , $(n-1)/2…
Modified planar functions and their components
Nurdagül Anbar, Wilfried Meidl
Zhou 2013 introduced modified planar functions to describe relative difference sets as a graph of a function on the finite field $\F_{2^n}$, and pointed out t…
Idempotent and p-potent quadratic functions: Distribution of nonlinearity and co-dimension
Nurdagül Anbar, Wilfried Meidl, Alev Topuzoglu
The Walsh transform of a quadratic function satisfies for all , where $0\le s\…
(Not) weakly regular univariate bent functions
Ayça Çeşmelioğlu, Wilfried Meidl
In this article a procedure to construct bent functions from $\F_{p^n}$ to $\F_p$ by merging plateaued functions which are bent on ()-dimensional subspaces of $\F_{p^n}$ is pr…