Megha M. Kolhekar

collaborators

2 papers

math.CO2022

Permutation Polynomials of $F_{q^{2}}$ : A Linear Algebraic Approach

Megha M. Kolhekar, Harish K. Pillai

In this paper, we present a linear algebraic approach to the study of permutation polynomials that arise from linear maps over a finite field $F_{q^{2}}$ . We study a particu…

math.NT2019

A Classification of Permutation Polynomials through Some Linear Maps

Megha M. Kolhekar, Harish K. Pillai

In this paper, we propose linear maps over the space of all polynomials $f (x)$ in $F_{q} [x]$ that map $0$ to itself, through their evaluation map. Properties of these linear…

Permutation Polynomials of Fq2​ : A Linear Algebraic Approach

A Classification of Permutation Polynomials through Some Linear Maps

Permutation Polynomials of $F_{q^{2}}$ : A Linear Algebraic Approach