Calabi-Yau attractor varieties and degeneration of Hodge structure

We study the structure of string theory flux compactification for a general family of elliptic CY 3-folds. We investigate the locus of the attractor points of the flux compactification in type IIB string theory on the boundary components of period domains. Specifically we give equations describing t...

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Published in:arXiv.org 2021-08
Main Author: Rahmati, Mohammad Reza
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Flux
Hypergeometric functions
String theory
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description We study the structure of string theory flux compactification for a general family of elliptic CY 3-folds. We investigate the locus of the attractor points of the flux compactification in type IIB string theory on the boundary components of period domains. Specifically we give equations describing this locus through the asymptotic of nilpotent orbits on period domains. our approach is a mixture of techniques of asymptotic Hodge theory and the numerical period vectors used in physics.
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subjects Flux
Hypergeometric functions
String theory
title Calabi-Yau attractor varieties and degeneration of Hodge structure
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