3 papers
math.AC2018
Frobenius linear translators giving rise to new infinite classes of permutations and bent functions
Nastja Cepak, Enes Pasalic, Amela Muratović-Ribić
We show the existence of many infinite classes of permutations over finite fields and bent functions by extending the notion of linear translators, introduced by Kyureghyan [12]. W…
math.NT2015
On coefficients of powers of polynomials and their compositions over finite fields
Gary L. Mullen, Amela Muratović-Ribić, Qiang Wang
For any given polynomial over the finite field with degree at most , we associate it with a matrix consisting of coefficients of…
math.CO2011
On a conjecture of polynomials with prescribed range
Muratović-Ribić, Qiang Wang
We show that, for any integer with where and , there exists a multiset satisfying that has the highest multiplicity…