E. Floris

activity

20102024

most citedA travel guide to the canonical bundle formula

4 citations · 9 across the 15 of their papers we have counts for

collaborators

16 papers

math.AG2024

Normal split divisors in rational homogeneous spaces

Enrica Floris, Andreas Höring

We show that a divisor in a rational homogenous variety with split normal sequence is the preimage of a hyperplane section in either the projective space or a quadric.

math.AG2022

A description of the sarkisov program of horospherical varieties via moment polytopes

Enrica Floris, Boris Pasquier

Let X and Y be horospherical Mori fibre spaces which are birational equivariantly with respect to the group action. Then, there is a horospherical Sarkisov program from X/S to Y /T…

math.AG2022

Normal split submanifolds of rational homogeneous spaces

Enrica Floris, Andreas Höring

Let $M \subset X$ be a submanifold of a rational homogeneous space $X$ such that the normal sequence splits. We prove that $M$ is also rational homogeneous.

math.AG2021

On the restriction of the moduli part to a reduced divisor

Enrica Floris

Let $f : (X, Δ) \to Y$ be a fibration such that $K_{X} + Δ$ is torsion along the fibres of $f$ . Assume that $Y$ has dimension 2, or that $Y$ has dimension 3 and the fibres have d…

math.AG2020

Connected algebraic groups acting on Fano fibrations over $P^{1}$

Jérémy Blanc, Enrica Floris

Let $X / P^{1}$ be a Mori fibre space with general fibre of Picard rank at least two. We prove that there is a proper closed subset $S ⊊ X$ , invariant by the connected…

math.AG2020

Divisorial contractions to codimension three orbits

Samuel Boissière, Enrica Floris

Let $G$ be a connected algebraic group. We study $G$ -equivariant extremal contractions whose centre is a codimension three $G$ -simply connected orbit. In the spirit of an important…