【摘 要】
:
We survey various results about superconformal field theories that may be obtained from a detailed knowledge of superconformal representation theory.
【出 处】
:
三亚国际数学论坛(String Math2015)
论文部分内容阅读
We survey various results about superconformal field theories that may be obtained from a detailed knowledge of superconformal representation theory.
其他文献
We state some mathematical predictions concerning the kernels of Dirac-type operators on moduli spaces of(singular)monopoles in R3.These pre-dictions follow
It is expected that the Fukaya category of a Weinstein manifold admits a representation as microlocal sheaves on a singular Lagrangian skeleton.
I will describe the construction of a category based on a Legendrian knot in the co-circle bundle of a surface.It is equivalent to the Fukaya category of th
I will discuss a notion of stability on chiral ring of four dimensional N=1 theory.This notion is important in finding the chiral ring of superconformal fie
In this talk,we study the collapsing behaviour of negative Kahler-Einstein metrics along degenerations of canonical polarized manifolds.
We consider Calabi-Yau varieties of dimension defined over Q,and address the modularity/automorphy question of such Calabi-Yau varieties.When the dimension
The Atiyah-Bott localization formula has become a valuable tool for computation of symplectic invariants given in terms of integrals on the moduli spaces of
One of the great successes of string theory,as a theory of quantum gravity,is the explanation of the entropy of asymptotically-flat black holes,and a huge l
I will describe D3-NS5 and D4-NS5 brane constructions with an orientifold plane that lead to behavior that is qualitatively similar to what is studied by co
Hosono,Lian,and Yau made a conjecture in the 90s describing the solutions to the Gelfand-Kapranov-Zelevinsky hypergeometric equations which arise as periods