【摘 要】
:
For a Landau-Ginzburg model with the superpotential a quasi-homogenous polynomial,there are two mathematical theories with very different geometric flavor.
【机 构】
:
TsinghuaUniversity
【出 处】
:
三亚国际数学论坛(String Math2015)
论文部分内容阅读
For a Landau-Ginzburg model with the superpotential a quasi-homogenous polynomial,there are two mathematical theories with very different geometric flavor.
其他文献
Kelmans and Seymour independently conjectured in the 1970s that every 5-connected nonplanar graph contains a subdivision of K5.Ma and Yu proved that this co
Left-right paths of plane graphs were introduced by H.Shank in 1970s.They are equivalent to straight-ahead walks of medial graphs of plane graphs and compon
We will survey whats known,and whats not known,about super Riemann surfaces,their supermoduli spaces,and their relevance to string perturbation theory.
In the approximation corresponding to the classical Einstein equations,which is valid at large radius,string theory compactification on a manifold with($)G_
We give a constructive homological mirror formalism using formal Lagrangian Floer deformation theory.Given a symplectic manifold X and a choice of a referen
It is generally believed that any phase of matter with an energy gap is described at low energies by a Topological Quantum Field Theory.
In 2002,at the Fano Conference,Andrey Tyurin made two insightful proposals regarding Calabi-Yau manifolds and their moduli:(1)a definition of “constructive
Witten interpreted Morse theory as a limit of twisted Hodge theory.This idea leads to the developments of Chern-Simons-Floer theory for three manifolds and
I will discuss the notion of tautological Chow ring of the moduli space of polarized K3 surfaces,and will derive relations in the tautological ring from the
We will introduce the notion of of MSP fields which is a field theory that provides a geometric model for the wall crossing of the GW theory of quintic CY a