Alessandro Montinaro

发表

Block Designs with gcd( r, λ ) = 1 Admitting Flag-Transitive Automorphism Groups

Yan Zhu, Shenglin Zhou, Haiyan Guan, 2022 .

Nonsymmetric 2‐ (v,k,λ) designs, with (r,λ) = 1, admitting a solvable flag‐transitive automorphism group of affine type

M. Biliotti, Alessandro Montinaro, Pierluigi Rizzo, 2019, Journal of Combinatorial Designs.

2‐(v,k,1) Designs Admitting a Primitive Rank 3 Automorphism Group of Affine Type: The Extraspecial and the Exceptional Classes

Alessandro Montinaro, 2015 .

Flag-transitive and almost simple orbits in finite projective planes

Alessandro Montinaro, 2008 .

Elation switching in real parallelisms

N. Johnson, Esteban Diaz, Alessandro Montinaro, 2010 .

Classification of the non-trivial $2$-$(k^{2},k,\lambda )$ designs, with $\lambda \mid k$, admitting a flag-transitive automorphism group of affine type

Alessandro Montinaro, 2022, 2206.06953.

The Doubly-Transitive Focal-Spreads

N. Johnson, Alessandro Montinaro, 2012 .

Large doubly transitive orbits on a line

Alessandro Montinaro, 2007, Journal of the Australian Mathematical Society.

Classification of Projective Translation Planes of Order q2 Admitting a Two-Transitive Orbit of Length q + 1

V. Jha, N. Johnson, M. Biliotti, 2008 .

2- (v, k , 1 ) Designs with a point-primitive rank 3 automorphism group of afﬁne type

M. Biliotti, Eliana Francot, Alessandro Montinaro, 2015 .

Flag-transitive symmetric $2$-designs]{The symmetric $2$-$(v,k,\lambda )$ designs, with $k>\lambda \left(\lambda-3 \right)/2$, admitting a flag-transitive, point imprimitive automorphism group are known

Alessandro Montinaro, 2022, 2212.08893.

On flag ‐ transitive 2 ‐ k k λ ( , , ) 2 designs with λ k

Eliana Francot, Alessandro Montinaro, 2022 .

Classiﬁcation of the non-trivial 2- ( v , k , (cid:2) ) designs, with ( r , (cid:2) ) = 1 and (cid:2) > 1, admitting a non-solvable ﬂag-transitive automorphism group of afﬁne type

M. Biliotti, Eliana Francot, Alessandro Montinaro, 2021 .

2-$$(v,k,1)$$(v,k,1) Designs with a point-primitive rank 3 automorphism group of affine type

Eliana Francot, Alessandro Montinaro, Mauro Biliotti, 2015, Des. Codes Cryptogr..

Classification of the non-trivial $2$-$(k^{2},k,\lambda )$ designs, with $\lambda \mid k$, admitting a flag-transitive almost simple automorphism group

Alessandro Montinaro, 2022, 2203.09267.

On Flag-Transitive $2$-$(k^{2}, k, \lambda)$ Designs with $\lambda \mid k$

Eliana Francot, Alessandro Montinaro, 2022, 2203.09254.

Flag-transitive, point-imprimitive symmetric $2$-$(v,k,\lambda )$ designs with $k>\lambda \left(\lambda-3 \right)/2$

Alessandro Montinaro, 2022, 2203.09261.

A new characterization of the desarguesian and the Figueroa plane

Eliana Francot, Alessandro Montinaro, Pierluigi Rizzo, 2019, Finite Fields Their Appl..

Block Designs with $$\gcd (r,\lambda )=1$$ Admitting Flag-Transitive Automorphism Groups

Yan Zhu, Shenglin Zhou, Haiyan Guan, 2022, Results in Mathematics.

On Flag‐Transitive Symmetric Designs of Affine Type

M. Biliotti, Alessandro Montinaro, 2017 .

A classification of flag-transitive 2-(k2,k,λ) designs with λ|k

Alessandro Montinaro, 2023, Journal of combinatorial theory. Series A.

Classification of the non-trivial 2-$$(v,k,\lambda )$$ designs, with $$ (r,\lambda )=1$$ and $$\lambda >1$$, admitting a non-solvable flag-transitive automorphism group of affine type

M. Biliotti, Eliana Francot, Alessandro Montinaro, 2021, Journal of Algebraic Combinatorics.

Affine planes admitting a collineation group with a transitive action on the line at infinity

M. Biliotti, Alessandro Montinaro, 2010 .

Variations on a theme of Cofman

M. Biliotti, Alessandro Montinaro, 2010 .

Large 2-transitive arcs

Alessandro Montinaro, Alessandro Montinaro, 2007, J. Comb. Theory, Ser. A.

Innovations in Incidence Geometry

M. Biliotti, Alessandro Montinaro, 2009 .

The general structure of the projective planes admitting $\mathrm{PSL}(2,q)$ as a collineation group

Alessandro Montinaro, Alessandro Montinaro, 2007 .

Flag-transitive, point-imprimitive symmetric 2-(v,k,λ) designs with k>λ(λ

Alessandro Montinaro, 2024, Discrete Mathematics.

Classification of the non-trivial 2-(k2,k,λ) designs, with λ|k, admitting a flag-transitive almost simple automorphism group

Alessandro Montinaro, 2023, J. Comb. Theory, Ser. A.

On flag‐transitive 2‐ (k2,k,λ) $({k}^{2},k,\lambda )$ designs with λ∣k $\lambda | k$

Eliana Francot, Alessandro Montinaro, 2022, Journal of Combinatorial Designs.

On the automorphism group of inversive planes of odd order

M. Biliotti, Alessandro Montinaro, 2012 .