【摘 要】
:
Characteristic cycle of a constructible complex is constructed by T.Saito using the singular support defined by A.Beilinson.It computes the Euler characteri
【机 构】
:
UniversityofTokyo
论文部分内容阅读
Characteristic cycle of a constructible complex is constructed by T.Saito using the singular support defined by A.Beilinson.It computes the Euler characteristic by the index formula and characterized by using vanishing cycles.In this talk,we will study a sufficient condition for two complexs to have the same characteristic cycle and compute the characteristic cycle of a rank 1 sheaf in some special cases using ramification theory.
其他文献
The moduli space Mg of compact Riemann surfaces of genus g has two distinguished loci; the real and the singular ones composed by points representing surfac
The Isom-conjecture of Grothendieck concerns the fact,that the isomorphism class of certain types of varieties is uniquely determined by their étale fundam
In this talk,we use a Killing form on a Riemannian manifold to construct a class of Finsler metrics.We find equations that characterize Einstein metrics amo
In this talk,we give a survey of the recent progress in the study of symmetric Riemann-Finsler spaces.The main topics will include locally symmetric Finsler
In this talk I will introduce some works joint with Kefeng Liu and Xueyuan Wan on complex Finsler geometry,which contains two parts: 1)constructions of Cher
Recently we have generalized the common index jump theorem proved in 2002 by Long and Zhu to an enhanced version.As applications,we obtained the lower bound
Here,the harmonic vector fields on Finsler manifolds are studied and for Landsberg manifolds a necessary and sufficient condition for a vector field to be h
In this talk,we study isoparametric hypersurfaces in Funk manifolds and prove that any isoparametric hypersurface has at most two distinct principal curvatu
In this talk,I shall give some new results on the study of cmc hypersurfaces in Finsler manifolds,including the(α,β)-manifolds and the Randers space forms
Recently,A.Beilinson and T.Saito constructed the singular support and characteristic cycle for (e)-adic sheaves respectively which are analogues of characte