AbstractWe prove the degeneration of the Hodge–de Rham spectral sequence atE1of a log smooth proper scheme over ap-primary torsion log scheme under certain condition
We introduce a notion of a Hodge-proper stack and extend the method of Deligne-Illusie to prove the ...
In this paper we study degenerations of a scroll to a union of planes, a problem already considered ...
We study degenerations of scrolls to union of planes, a problem already considered by G. Zappa in [2...
AbstractWe prove the degeneration of the Hodge–de Rham spectral sequence atE1of a log smooth proper ...
We introduce the notion of a log smooth degeneration, which is a logarithmic analogue of the central...
Abstract. The degeneracy of the l-adic weight spectral sequence over any trait (with no assumptions ...
In this article we prove that the log Hodge de Rham spectral sequences of certain proper log smooth ...
summary:For a double complex $(A, d', d'')$, we show that if it satisfies the $d'd''$-lemma and the ...
Dedicated to V. I. Arnold on the occasion of his 65th birthday Abstract. We prove that the Leray spe...
We study the behavior of the degeneration at the second step of the Frölicher spectral sequence of a...
International audienceWe show that the limit, by rescaling, of the 'new supersymmetric index' attach...
International audienceWe show that the limit, by rescaling, of the 'new supersymmetric index' attach...
We define and study infinite root stacks of fine and saturated logarithmic schemes, a limit version ...
We first construct compatible actions of the product of the unit interval and the unit circle as a m...
Recently Log Geometry is used in Hodge Theory and there is a little progress in Torelli-type Problem...
We introduce a notion of a Hodge-proper stack and extend the method of Deligne-Illusie to prove the ...
In this paper we study degenerations of a scroll to a union of planes, a problem already considered ...
We study degenerations of scrolls to union of planes, a problem already considered by G. Zappa in [2...
AbstractWe prove the degeneration of the Hodge–de Rham spectral sequence atE1of a log smooth proper ...
We introduce the notion of a log smooth degeneration, which is a logarithmic analogue of the central...
Abstract. The degeneracy of the l-adic weight spectral sequence over any trait (with no assumptions ...
In this article we prove that the log Hodge de Rham spectral sequences of certain proper log smooth ...
summary:For a double complex $(A, d', d'')$, we show that if it satisfies the $d'd''$-lemma and the ...
Dedicated to V. I. Arnold on the occasion of his 65th birthday Abstract. We prove that the Leray spe...
We study the behavior of the degeneration at the second step of the Frölicher spectral sequence of a...
International audienceWe show that the limit, by rescaling, of the 'new supersymmetric index' attach...
International audienceWe show that the limit, by rescaling, of the 'new supersymmetric index' attach...
We define and study infinite root stacks of fine and saturated logarithmic schemes, a limit version ...
We first construct compatible actions of the product of the unit interval and the unit circle as a m...
Recently Log Geometry is used in Hodge Theory and there is a little progress in Torelli-type Problem...
We introduce a notion of a Hodge-proper stack and extend the method of Deligne-Illusie to prove the ...
In this paper we study degenerations of a scroll to a union of planes, a problem already considered ...
We study degenerations of scrolls to union of planes, a problem already considered by G. Zappa in [2...
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