activity
20082026
most citedUniruledness of stable base loci of adjoint linear systems with and without Mori Theory

14 citations · 14 across the 7 of their papers we have counts for

collaborators

7 papers

math.AG2026

Singularities of totally invariant hypersurfaces of endomorphisms

Amaël Broustet, Andreas Höring

Let be a polarised endomorphism of a complex projective manifold, and let be a reduced totally invariant hypersurface. We prove that every irreducible…

cs.LG2026

Frequent subgraph-based persistent homology for graph classification

Xinyang Chen, Amaël Broustet, Guanyuan Zeng +2

Persistent homology (PH) has recently emerged as a powerful tool for extracting topological features. Integrating PH into machine learning and deep learning models enhances topolog…

math.AG2016

Remarks on log Calabi--Yau structure of varieties admitting polarized endomorphism

Amaël Broustet, Yoshinori Gongyo

We discuss the Calabi--Yau type structure of normal projective surfaces and Mori dream spaces admitting a non-trivial polarized endomorphism.

math.AG2012

Singularities of varieties admitting an endomorphism

Amaël Broustet, Andreas Höring

Let X be a normal variety such that is Q-Cartier, and let be a finite surjective morphism of degree at least two. We establish a close relation between t…

math.AG2009★ 14 cited

Uniruledness of stable base loci of adjoint linear systems with and without Mori Theory

S. Boucksom, A. Broustet, G. Pacienza

We explain how to deduce from recent results in the Minimal Model Program a general uniruledness theorem for base loci of adjoint divisors. We also show how to recover special case…

math.AG2009

Rational connectedness modulo the Non-nef locus

Amaël Broustet, Gianluca Pacienza

It is well known that a smooth projective Fano variety is rationally connected. Recently Zhang (and later Hacon and McKernan as a special case of their work on the Shokurov RC-conj…