Add to ORKGA conjecture of Kato says that the monodromy operator on the cohomology of a semi-stable degeneration of projective varieties is represented by an algebraic cycle on the special fiber of a normal crossing model of the fiber product degeneration. We prove this conjecture in the simple case of a semi-stable degeneration arising from a Lefschetz fibration
For a proper semistable curve over a DVR of mixed characteristic, in [Coleman R., Iovita A. (2010) '...
In this article we prove a semistable version of the variational Tate conjecture for divisors in cry...
We introduce and study a new notion of stability for varieties fibered over curves, motivated by Kol...
A conjecture of Kato says that the monodromy operator on the cohomology of a semi-stable degeneratio...
The monodromy action in the homology (generally with twisted coef-ficients) of complements of strati...
22 pages, final versionInternational audienceWe study the vanishing cycles of a one-parameter smooth...
33 pages, LaTeX2e, 9 eps figuresThe paper continues the discussion of symplectic aspects of Picard-L...
We study the singularities of the Drinfeld-Lafforgue-Vinberg compactification of the moduli stack of...
Stable generalized complex structures can be constructed out of boundary Lefschetz fibrations. On 4-...
AbstractChart descriptions are a graphic method to describe monodromy representations of various top...
AbstractWe study two important invariants of the monodromy of a function on an isolated cyclic quoti...
This article investigates the monodromy conjecture for a space monomial curve that appears as the sp...
There exists a (relatively minimal) genus g Lefschetz fibration with only one singular fiber over a ...
We adapt to the case of deformation quantization modules a formula of Lunts (Lefschetz fixed point t...
In this thesis, we offer a few contributions to the cohomological study of algebraic cycles on proje...
For a proper semistable curve over a DVR of mixed characteristic, in [Coleman R., Iovita A. (2010) '...
In this article we prove a semistable version of the variational Tate conjecture for divisors in cry...
We introduce and study a new notion of stability for varieties fibered over curves, motivated by Kol...
A conjecture of Kato says that the monodromy operator on the cohomology of a semi-stable degeneratio...
The monodromy action in the homology (generally with twisted coef-ficients) of complements of strati...
22 pages, final versionInternational audienceWe study the vanishing cycles of a one-parameter smooth...
33 pages, LaTeX2e, 9 eps figuresThe paper continues the discussion of symplectic aspects of Picard-L...
We study the singularities of the Drinfeld-Lafforgue-Vinberg compactification of the moduli stack of...
Stable generalized complex structures can be constructed out of boundary Lefschetz fibrations. On 4-...
AbstractChart descriptions are a graphic method to describe monodromy representations of various top...
AbstractWe study two important invariants of the monodromy of a function on an isolated cyclic quoti...
This article investigates the monodromy conjecture for a space monomial curve that appears as the sp...
There exists a (relatively minimal) genus g Lefschetz fibration with only one singular fiber over a ...
We adapt to the case of deformation quantization modules a formula of Lunts (Lefschetz fixed point t...
In this thesis, we offer a few contributions to the cohomological study of algebraic cycles on proje...
For a proper semistable curve over a DVR of mixed characteristic, in [Coleman R., Iovita A. (2010) '...
In this article we prove a semistable version of the variational Tate conjecture for divisors in cry...
We introduce and study a new notion of stability for varieties fibered over curves, motivated by Kol...