A Note on Permutation Binomials and Trinomials over Finite Fields

Authors

  • Neranga Fernando Northeastern University,

Keywords:

Finite field, Permutation polynomial, Binomial, Trinomial, Reversed Dickson polynomial.

Abstract

Let p be an odd prime and e be a positive integer. We completely explain the permutation binomials and trinomials arising from the reversed Dickson polynomials of the (k + 1)-th kind Dn,k(1,x) over \mathbb{F}_{p^e} when n = pl + 2, where l\in \mathbb{N}.

Downloads

Download data is not yet available.

Author Biography

Neranga Fernando, Northeastern University,

Department of Mathematics,

Northeastern University,

Boston, MA 02115

Downloads

Published

31-12-2018

How to Cite

Fernando, N. (2018). A Note on Permutation Binomials and Trinomials over Finite Fields. New Zealand Journal of Mathematics, 48, 25–29. Retrieved from https://nzjmath.org/index.php/NZJMATH/article/view/38

Issue

Section

Articles