Marco Timpanella

works on

equivalence 1 finite fields 1 polynomial families 1 quadrinomials 1 scattered polynomials 1

From the 1 of 1 linked paper with an AI index.

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math.CO2026

Generalizing a family of scattered quadrinomials in $F_{q^{2 t}} [X]$

Alessandro Giannoni, Giovanni Giuseppe Grimaldi, Giovanni Longobardi +1

The paper establishes sufficient conditions under which a family of quadrinomials over finite fields are scattered, extending previously known families and analyzing their equivale…

math.CO2024

Scattered trinomials of $F_{q^{6}} [X]$ in even characteristic

Daniele Bartoli, Giovanni Longobardi, Giuseppe Marino +1

In recent years, several families of scattered polynomials have been investigated in the literature. However, most of them only exist in odd characteristic. In [B. CsajbÃ³k, G. Mar…

Generalizing a family of scattered quadrinomials in Fq2t​[X]

Scattered trinomials of Fq6​[X] in even characteristic

Generalizing a family of scattered quadrinomials in $F_{q^{2 t}} [X]$

Scattered trinomials of $F_{q^{6}} [X]$ in even characteristic