Alessandro Montinaro

activity

20222026

most citedOn quasi-Hermitian varieties in even characteristic and related orthogonal arrays

2 citations · 3 across the 17 of their papers we have counts for

collaborators

Showing 2024Show all

4 papers · 1 filter

math.GR2024

Affine groups as flag-transitive and point-primitive automorphism groups of symmetric designs

Seyed Hassan Alavi, Mohsen Bayat, Ashraf Daneshkhah +1

In this article, we investigate symmetric designs admitting a flag-transitive and point-primitive affine automorphism group. We prove that if an automorphism group $G$ of a symmetr…

math.CO2024

Analysing 2- $(v, k, 2)$ designs admitting a flag-transitive almost simple automorphism group with socle $P S L (2, q)$ by means of conics and hyperovals of $P G (2, q)$

Alessandro Montinaro, Yanwei Zhao, Zhilin Zhang +1

The classification of the $2$ -designs with $λ = 2$ admitting a flag-transitive automorphism groups with socle $P S L (2, q)$ is completed by settling the two open cases in \cite{ABDT}. T…

math.CO2024

A Classification of the flag-transitive $2$ - $(v, 3, λ)$ designs with with $v \equiv 1, 3 (mod 6)$ and $v \equiv 6 (mod λ)$

Eliana Francot, Alessandro Montinaro

In this paper, we provide a complete classification of the $2$ - $(v, 3, λ)$ designs with $v \equiv 1, 3 (mod 6)$ and admitting a flag-transitive automorphism group…

math.CO2024★ 1 cited

A Classification of the flag-transitive $2$ - $(v, k, 2)$ designs

Hongxue Liang, Alessandro Montinaro

In this paper, we provide a complete classification of $2$ - $(v, k, 2)$ design admitting a flag-transitive automorphism group of affine type with the only exception of the semilinear…

Affine groups as flag-transitive and point-primitive automorphism groups of symmetric designs

Analysing 2-(v,k,2) designs admitting a flag-transitive almost simple automorphism group with socle PSL(2,q) by means of conics and hyperovals of PG(2,q)

A Classification of the flag-transitive 2-(v,3,λ) designs with with v≡1,3(mod6) and v≡6(modλ)

A Classification of the flag-transitive 2-(v,k,2) designs

Analysing 2- $(v, k, 2)$ designs admitting a flag-transitive almost simple automorphism group with socle $P S L (2, q)$ by means of conics and hyperovals of $P G (2, q)$

A Classification of the flag-transitive $2$ - $(v, 3, λ)$ designs with with $v \equiv 1, 3 (mod 6)$ and $v \equiv 6 (mod λ)$

A Classification of the flag-transitive $2$ - $(v, k, 2)$ designs