【摘 要】
：
In 1994,Vafa-Witten proposed the conjecture that the generating series of Euler numbers of moduli spaces of stable sheaves on algebraic surfaces are related
【出 处】
：
三亚国际数学论坛(String Math2015)
论文部分内容阅读
In 1994,Vafa-Witten proposed the conjecture that the generating series of Euler numbers of moduli spaces of stable sheaves on algebraic surfaces are related to modular forms.
其他文献
Given two graphs G1 and G2,the Ramsey number R(G1,G2)is the smallest integer N such that,for any graph G of order N,either G contains G1 as a subgraph,or th
There are various matrices that can be associated with graphs.Recently,the results about the Q-spectrum of a graph has been studied extensively.This talk wi
In this talk,we introduce the concept of in-out graph of a digraph.An in-out graph of a digraph D is a graph that takes the arc set of D as its vertex set,a
We demonstrate that the dynamics of black holes reduces,at large D,to the dynamics of an effective non graviatational membrane(roughly the black hole event
The BPS/CFT correspondence states that the correlation functions of the BPS operators in the theories with eight supercharges are the conformal blocks(formf
In this talk I will present geometric realization of quiver W-algebra in terms of the geometry of the moduli space of equivariant quiver sheaves on a comple
The genus-two Kawazumi-Zhang(KZ)invariant is a real-analytic modular func-tion on the Siegel upper half-plane of degree two,which plays an important role in
I will report on the following two results on the AdS/CFT correspondence.
This talk will report on recent explorations of the space of elliptic Calabi-Yau fourfolds through classification of threefold bases.
I will discuss relations on quantum cohomology for some special smooth flips and blowups in higher dimensions,with emphasize on the functoriality issues.