Neranga Fernando
Neranga Fernando
Eugene P. Shelly Visiting Assistant Professor, Carnegie Mellon University, Pittsburgh
Verified email at andrew.cmu.edu - Homepage
TitleCited byYear
A piecewise construction of permutation polynomials over finite fields
N Fernando, X Hou
Finite Fields and Their Applications 18 (6), 1184-1194, 2012
242012
A new approach to permutation polynomials over finite fields, II
N Fernando, X Hou, SD Lappano
Finite Fields and Their Applications 22, 122-158, 2013
202013
Ring Theoretic Aspects of Quandles
M Elhamdadi, N Fernando, B Tsvelikhovskiy
Journal of Algebra, 18 pages, 2019
62019
Permutation polynomials over finite fields involving x+ xq+⋯+ xqa− 1
N Fernando, XD Hou, SD Lappano
Discrete Mathematics 315, 173-184, 2014
62014
Reversed Dickson polynomials of the (k+1)-th kind over finite fields, II
N Fernando
arXiv:1706.01391, 22 pages, 2017
32017
Reversed Dickson polynomials of the (k+ 1)-th kind over finite fields
N Fernando
Journal of Number Theory 172, 234-255, 2017
32017
Reversed Dickson polynomials of the third kind
N Fernando
In: Gloria Scientiam. University of Kelaniya, Sri Lanka (2017), Chapter 50 …, 2016
32016
From r-linearized polynomial equations to rm-linearized polynomial equations
N Fernando, X Hou
Finite Fields and Their Applications 37, 14-27, 2016
22016
A Study of Permutation Polynomials over Finite Fields
N Fernando
Ph.D. Dissertation, University of South Florida, USA, 2013
22013
A Note on Permutation Binomials and Trinomials over Finite Fields
N Fernando
New Zealand Journal of Mathematics 48, 25-29, 2018
12018
The Cocycle structure of the Alexander -quandles on finite fields
IR Churchill, M Elhamdadi, N Fernando
Journal of Algebra and its Applications, 2018
12018
Dembowski-Ostrom polynomials from reversed Dickson polynomials
N Fernando, SU Hasan, M Pal
arXiv, 33 pages, 2019
2019
A note on Dickson polynomials of the third kind and Legendre functions
N Fernando, S Manukure
Journal of Inequalities and Special Functions, 2019
2019
A note on the permutation behaviour of the polynomial g_{n,q}
N Fernando
Integers 19, 8 pages, 2019
2019
Fibonacci self-reciprocal polynomials and Fibonacci permutation polynomials
N Fernando, M Rashid
arXiv, 20 pages, 2018
2018
Dembowski-Ostrom polynomials and reversed Dickson polynomials
N Fernando
arXiv, 13, 2018
2018
Self-Reciprocal Polynomials and Coterm Polynomials
N Fernando
Designs, Codes and Cryptography, 20 pages, 2018
2018
Fibonacci Permutation Polynomials
N Fernando, MH Rashid
https://arxiv.org/abs/1712.07723, 2017
2017
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Articles 1–18