Corrado Zanella

activity

20122025

most citedVertex properties of maximum scattered linear sets of

PG (1, q^{n})

26 citations · 103 across the 23 of their papers we have counts for

collaborators

Showing 2019Show all

4 papers · 1 filter

math.CO2019★ 6 cited

A new family of maximum scattered linear sets in $PG (1, q^{6})$

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 $PG (1, q^{n})$ " (2019) to a more general f…

math.CO2019★ 1 cited

A condition for scattered linearized polynomials involving Dickson matrices

Corrado Zanella

A linearized polynomial over $F_{q^{n}}$ is called scattered when for any $t, x \in F_{q^{n}}$ , the condition $x f (t) - t f (x) = 0$ holds if and only if $x$ and $t$ are $\mathbb…

math.CO2019★ 26 cited

Vertex properties of maximum scattered linear sets of $PG (1, q^{n})$

Corrado Zanella, Ferdinando Zullo

In this paper we investigate the geometric properties of the configuration consisting of a $k$ -subspace $Γ$ and a canonical subgeometry $Σ$ in $PG (n - 1, q^{n})$ , 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 $P G (1, q^{n})$ have been completely classified for $n \leq 4$ by Csajbók-Zanella and Lavrauw-Van de Voorde. Here a wide class of linear sets in $PG…

A new family of maximum scattered linear sets in PG(1,q6)

A condition for scattered linearized polynomials involving Dickson matrices

Vertex properties of maximum scattered linear sets of PG(1,qn)

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

A new family of maximum scattered linear sets in $PG (1, q^{6})$

Vertex properties of maximum scattered linear sets of $PG (1, q^{n})$