activity
20042024
most citedHyperbolic Ax-Lindemann theorem in the cocompact case

32 citations · 61 across the 13 of their papers we have counts for

collaborators

17 papers

math.AG2024

Rich representations and superrigidity

Gregorio Baldi, Nicholas Miller, Matthew Stover +1

We investigate and compare applications of the Zilber-Pink conjecture and dynamical methods to rigidity problems for arithmetic real and complex hyperbolic lattices. Along the way…

math.NT2024

Bi--structures on Hermitian symmetric spaces and quadratic relations between CM periods

Ziyang Gao, Emmanuel Ullmo, Andrei Yafaev

In this paper, we introduce the notion of a bi--structure on the tangent space at a CM point on a locally Hermitian symmetric domain. We prove that this bi-$…

math.AG2023

Non-density of the exceptional components of the Noether-Lefschetz locus

Gregorio Baldi, Bruno Klingler, Emmanuel Ullmo

We study when the Picard group of smooth surfaces of degree in acquires extra classes. In particular we show that the so called exceptional components of t…

math.AG2021

On the Geometric Zilber-Pink Theorem and the Lawrence-Venkatesh method

Gregorio Baldi, Bruno Klingler, Emmanuel Ullmo

Using our recent results on the algebraicity of the Hodge locus for variations of Hodge structures of level at least , we improve the results of Lawrence-Venkatesh in direction…

math.AG2021

On the distribution of the Hodge locus

Gregorio Baldi, Bruno Klingler, Emmanuel Ullmo

Given a polarizable -variation of Hodge structures over a complex smooth quasi-projective base , a classical result of Cattani, Deligne and Kaplan says…

math.NT2021★ 2 cited

Manin-Mumford in arithmetic pencils

Gregorio Baldi, Rodolphe Richard, Emmanuel Ullmo

We obtain a refinement of Manin-Mumford (Raynaud's Theorem) for abelian schemes over some ring of integers. Torsion points are replaced by special 0-cycles, that is reductions modu…