

Shafarevich Seminar
October 17, 2017 15:00, Moscow, Steklov Mathematical Institute, room 540 (Gubkina 8)






A new approach to computation of the Special geometry on the Moduli space of CalabiYau manifolds
A. A. Belavin^{} 
Number of views: 
This page:  134 

Abstract:
The requirement of the Spacetime
supersymmetry in String theory is equivalent to the geometrical
condition of the compactification 6 of 6 dimensions on CalabiYau
(CY) threefold. The massless sector of the Superstring theory after
the compactification is physically the most important. The
properties of the Effective Lagrangian of the model, which describes
this sector, are defined in terms of the socalled Special Kahler
geometry on CY moduli space. We suggest a new approach for
computing the Special Kahler geometry based on the relation to the
LandauGinzburg superpotential of the model with a Frobenius
manifold structure. I'll show how apply this approach for computing
the Kahler metric on the 101dimentional moduli space of the Quintic
threefold.
Language: English

