activity
20122022
most citedA new family of maximum scattered linear sets in

6 citations · 10 across the 5 of their papers we have counts for

collaborators

10 papers

math.CO2022

Scattered linear sets in a finite projective line and translation planes

Valentina Casarino, Giovanni Longobardi, Corrado Zanella

Lunardon and Polverino construct a translation plane starting from a scattered linear set of pseudoregulus type in . In this paper a similar construction of a t…

math.CO2020

Linear sets and MRD-codes arising from a class of scattered linearized polynomials

Giovanni Longobardi, Corrado Zanella

A class of scattered linearized polynomials covering infinitely many field extensions is exhibited. More precisely, the -polynomial over , d…

math.CO20196 cited

A new family of maximum scattered linear sets in

Daniele Bartoli, Corrado Zanella, Ferdinando Zullo

We generalize the example of linear set presented by the last two authors in "Vertex properties of maximum scattered linear sets of " (2019) to a more general f…

math.CO2019

A condition for scattered linearized polynomials involving Dickson matrices

Corrado Zanella

A linearized polynomial over is called scattered when for any , the condition holds if and only if and are $\mathbb…

math.CO2019

Vertex properties of maximum scattered linear sets of

Corrado Zanella, Ferdinando Zullo

In this paper we investigate the geometric properties of the configuration consisting of a -subspace and a canonical subgeometry in , with $Γ\capΣ=…

math.CO2019

A class of linear sets in PG(1,q^5)

Maria Montanucci, Corrado Zanella

The maximum scattered linear sets in have been completely classified for by Csajbók-Zanella and Lavrauw-Van de Voorde. Here a wide class of linear sets in $PG…