"Algebraic Number Theory and Related Topics 2014". December 1~5, 2014. edited by Takeshi Tsuji, Hiroki Takahashi and Yuichiro Hoshi. The papers presented in this volume of RIMS Kôkyûroku Bessatsu are in final form and refereed.This is a research announcement about a study of characteristic cycle of a rank 1 sheaf on a surface on which I am writing a paper. In this announcement, we construct a canonical lifting of Kato's logarithmic characteristic cycle on the cotangent bundle of the surface. As a corollary, an index formula computing the Euler characteristic of the sheaf is yielded by the canonical lifting
We give applications of integral canonical models of orthogonal Shimura varieties and the Kuga-Satak...
We show that the triangulated category of bounded constructible complexes on an algebraic variety X ...
On quadrics in large positive characteristic we construct an exceptional collection of sheaves from ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1995.Includes bibliogr...
In this article, we give a bound for the wild ramification of the monodromy action on the nearby cyc...
In this thesis, we study the nearby cycle complex of an l-adic sheaf on a scheme over a trait, using...
We compute (algebraically) the Euler characteristic of a complex of sheaves with constructible cohom...
AbstractWe give an algebraic formula for calculating the change in the Euler characteristic of the M...
We investigate combinatorial aspects of exceptional sequences in the derived category of coherent sh...
Abstract. Let X be a proper smooth surface over an algebraically closed field of positive character-...
There are two natural ways to count stable pairs or Joyce–Song pairs on X=K3×C; one via weighted Eul...
International audienceLet $X$ be a smooth proper variety over the quotient field of a Henselian disc...
45 pages, LatexInternational audienceWe introduce the characteristic class of an l-adic etale sheaf ...
We investigate the geometry of codimension one foliations on smooth projective varieties defined ove...
International audienceThis article is devoted to studying the ramification of Galois torsors and of ...
We give applications of integral canonical models of orthogonal Shimura varieties and the Kuga-Satak...
We show that the triangulated category of bounded constructible complexes on an algebraic variety X ...
On quadrics in large positive characteristic we construct an exceptional collection of sheaves from ...
Thesis (Ph. D.)--Massachusetts Institute of Technology, Dept. of Mathematics, 1995.Includes bibliogr...
In this article, we give a bound for the wild ramification of the monodromy action on the nearby cyc...
In this thesis, we study the nearby cycle complex of an l-adic sheaf on a scheme over a trait, using...
We compute (algebraically) the Euler characteristic of a complex of sheaves with constructible cohom...
AbstractWe give an algebraic formula for calculating the change in the Euler characteristic of the M...
We investigate combinatorial aspects of exceptional sequences in the derived category of coherent sh...
Abstract. Let X be a proper smooth surface over an algebraically closed field of positive character-...
There are two natural ways to count stable pairs or Joyce–Song pairs on X=K3×C; one via weighted Eul...
International audienceLet $X$ be a smooth proper variety over the quotient field of a Henselian disc...
45 pages, LatexInternational audienceWe introduce the characteristic class of an l-adic etale sheaf ...
We investigate the geometry of codimension one foliations on smooth projective varieties defined ove...
International audienceThis article is devoted to studying the ramification of Galois torsors and of ...
We give applications of integral canonical models of orthogonal Shimura varieties and the Kuga-Satak...
We show that the triangulated category of bounded constructible complexes on an algebraic variety X ...
On quadrics in large positive characteristic we construct an exceptional collection of sheaves from ...