Isabel Pirsic

collaborators

3 papers

math.NT2020

Bent and $Z_{2^{k}}$ -bent functions from spread-like partitions

Wilfried Meidl, Isabel Pirsic

Bent functions from a vector space $V_{n}$ over $F_{2}$ of even dimension $n = 2 m$ into the cyclic group $Z_{2^{k}}$ , or equivalently, relative difference sets in $V_n\time…

math.NT2017

An extension of the digital method based on $b$ -adic integers

Roswitha Hofer, Ísabel Pirsic

We introduce a hybridization of digital sequences with uniformly distributed sequences in the domain of $b$ -adic integers, $Z_{b}, b \in N ∖ {1}$ , by using su…

math.NT2017

On the normality of $p$ -ary bent functions

Wilfried Meidl, Ísabel Piršić

Depending on the parity of $n$ and the regularity of a bent function $f$ from $F_{p}^{n}$ to $F_{p}$ , $f$ can be affine on a subspace of dimension at most $n /2$ , $(n-1)/2…

Bent and Z2k​-bent functions from spread-like partitions

An extension of the digital method based on b-adic integers

On the normality of p-ary bent functions

Bent and $Z_{2^{k}}$ -bent functions from spread-like partitions

An extension of the digital method based on $b$ -adic integers

On the normality of $p$ -ary bent functions