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Rohit Gupta
Rohit Gupta
Assistant professor, BITS PILANI, HYDERABAD CAMPUS
Verified email at hyderabad.bits-pilani.ac.in
Title
Cited by
Cited by
Year
Some new classes of permutation trinomials over finite fields with even characteristic
R Gupta, RK Sharma
Finite Fields and Their Applications 41, 89-96, 2016
872016
Further results on permutation polynomials of the form (xpm− x+ δ) s+ x over Fp2m
R Gupta, RK Sharma
Finite Fields and Their Applications 50, 196-208, 2018
152018
Several new permutation quadrinomials over finite fields of odd characteristic
R Gupta
Codes Cryptogr. (2019)., 0
9*
New classes of permutation trinomials over Fq3
R Gupta, P Gahlyan, RK Sharma
Finite Fields and Their Applications 84, 102110, 2022
82022
More results about a class of quadrinomials over finite fields of odd characteristic
R Gupta
Communications in Algebra 50 (1), 324-333, 2022
62022
Determination of a type of permutation binomials and trinomials
RK Sharma, R Gupta
Applicable Algebra in Engineering, Communication and Computing 31 (1), 65-86, 2020
62020
Reciprocal polynomials and curves with many points over a finite field
R Gupta, EAR Mendoza, L Quoos
Research in Number Theory 9 (3), 60, 2023
32023
A Note on a Class of Permutation Trinomials
R Gupta, A Rai
Journal of Algebra and its Applications, 2022
32022
On permutation polynomials over finite fields of characteristic
R Gupta, RK Sharma
Journal of Algebra and Its Applications 15 (07), 1650133, 2016
32016
Classification of some permutation quadrinomials from self reciprocal polynomials over F2n
FEB Martínez, R Gupta, L Quoos
Finite Fields and Their Applications 91, 102276, 2023
12023
A class of permutation quadrinomials over finite fields
R Gupta, A Rai
Communications in Algebra 52 (4), 1518-1524, 2024
2024
Some classes of permutation binomials and trinomials of index over
R Gupta, L Quoos, Q Wang
Cryptography and Communications, 1-16, 2023
2023
Further results on a class of permutation trinomials
A Rai, R Gupta
Cryptography and Communications 15 (4), 811-820, 2023
2023
On permutation polynomials over finite fields
R Gupta
2018
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