Marco Timpanella

activity

20192026

most citedTwo-point AG codes from one of the Skabelund maximal curves

3 citations · 3 across the 8 of their papers we have counts for

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Showing 2023Show all

3 papers · 1 filter

math.CO2023

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. Csajbók, G. Mari…

math.AG2023★ 3 cited

Two-point AG codes from one of the Skabelund maximal curves

Leonardo Landi, Marco Timpanella, Lara Vicino

In this paper, we investigate two-point Algebraic Geometry codes associated to the Skabelund maximal curve constructed as a cyclic cover of the Suzuki curve. In order to estimate t…

math.CO2023

Complete $(q + 1)$ -arcs in $PG (2, F_{q^{6}})$ from the Hermitian curve

Daniele Bartoli, Marco Timpanella

We prove that, if $q$ is large enough, the set of the $F_{q^{6}}$ -rational points of the Hermitian curve is a complete $(q + 1)$ -arc in $PG (2, F_{q^{6}})$ , addr…

Scattered trinomials of Fq6​[X] in even characteristic

Two-point AG codes from one of the Skabelund maximal curves

Complete (q+1)-arcs in PG(2,Fq6​) from the Hermitian curve

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

Complete $(q + 1)$ -arcs in $PG (2, F_{q^{6}})$ from the Hermitian curve