activity
20232026
collaborators

6 papers

math.AG2026

Complete homogeneous varieties over a field

Michel Brion, Matilde Maccan, Srinivasan Srimathy

The main objects of this paper are complete homogeneous varieties under the action of a semisimple group over field of characteristic . When the isotropy groups of the…

math.AG2025

Horospherical subgroups in positive characteristic

Matilde Maccan, Ronan Terpereau

We investigate horospherical homogeneous spaces--a class of spherical homogeneous spaces encompassing both flag varieties and algebraic tori--over algebraically closed fields of ch…

math.AG2025

Automorphism group of flag varieties with non-reduced stabilizer

Matilde Maccan

We consider rational projective homogeneous varieties over an algebraically closed field of positive characteristic, namely quotients of a semi-simple group by a possibly non-reduc…

math.AG2024

Isotrivial elliptic surfaces in positive characteristic

Pascal Fong, Matilde Maccan

We study relatively minimal surfaces equipped with a strongly isotrivial elliptic fibration in positive characteristic by means of the notion of equivariantly normal curves introdu…

math.AG2023

Parabolic subgroups in characteristics two and three

Matilde Maccan

This text brings to an end the classification of non-reduced parabolic subgroups in positive characteristic, especially two and three: they are all obtained as intersections of par…

math.AG2023

Projective homogeneous varieties of Picard rank one in small characteristic

Matilde Maccan

We extend to characteristic and the classification of projective homogeneous varieties of Picard group isomorphic to , corresponding to parabolic subgroup schem…