46 citations · 154 across the 19 of their papers we have counts for
28 papers
Transversely projectively flat foliations
Stéphane Druel
We study transversely projectively flat regular foliations on compact Kähler manifolds.
Bondal's conjecture in dimension five
Stéphane Druel, Jorge Vitório Pereira, Brent Pym +1
Bondal's conjecture in Poisson geometry gives lower bounds on the degeneracy loci of Poisson Fano manifolds, where the rank of the Poisson structure drops. By work of several autho…
Numerically flat foliations and holomorphic Poisson geometry
Stéphane Druel, Jorge Vitório Pereira, Brent Pym +1
We investigate the structure of smooth holomorphic foliations with numerically flat tangent bundles on compact Kähler manifolds. Extending earlier results on non-uniruled projectiv…
-analyticity of separatricies of foliations
Stéphane Druel
Let be a smooth quasi-projective surface over a number field , and let be a foliation on . We prove that if is closed under -th powers for almost all primes $p…
Projectively flat foliations
Stéphane Druel
We describe the structure of regular codimension foliations with numerically projectively flat tangent bundle on complex projective manifolds of dimension at least . Along t…
Projectively flat log smooth pairs
Stéphane Druel
In this article, we study projective log smooth pairs with numerically flat normalized logarithmic tangent bundle. Generalizing works of Jahnke-Radloff and Greb-Kebekus-Peternell,…