5 citations · 6 across the 4 of their papers we have counts for
4 papers
On the fields of definition of Hodge loci
Bruno Klingler, Anna Otwinowska, David Urbanik
A polarizable variation of Hodge structure over a smooth complex quasi projective variety is said to be defined over a number field if and the algebraic connection asso…
On the closure of the positive Hodge locus
Bruno Klingler, Anna Otwinowska
Given a variation of Hodge structures on a quasi-projective base , whose generic Mumford-Tate group is non-product, we prove that the (countable) union of positive components of…
Monodromy of a family of hypersurfaces containing a given subvariety
Ania Otwinowska, Morihiko Saito
For a subvariety of a smooth projective variety, consider the family of smooth hypersurfaces of sufficiently large degree containing it, and take the quotient of the middle cohomol…
Asymptotic bounds for Nori's connectivity theorem
Ania Otwinowska
Let be a smooth complex projective variety. We study the cohomology of smooth families of hypersurfaces for a codimension subvariety.…