Moduli Stabilisation for Chiral Global Models
Michele Cicoli, Christoph Mayrhofer, Roberto Valandro

TL;DR
This paper develops a comprehensive framework for stabilizing moduli in Type IIB/F-theory compactifications with chiral models, ensuring consistency and fixing all moduli within the effective field theory regime.
Contribution
It introduces a fully consistent global setup combining moduli stabilization with chiral model building on Calabi-Yau orientifolds, including explicit examples and phenomenological scenarios.
Findings
Successfully stabilizes all Kaehler moduli within the Kaehler cone.
Constructs globally consistent chiral models with realistic phenomenology.
Provides explicit examples with different phenomenological and cosmological implications.
Abstract
We combine moduli stabilisation and (chiral) model building in a fully consistent global set-up in Type IIB/F-theory. We consider compactifications on Calabi-Yau orientifolds which admit an explicit description in terms of toric geometry. We build globally consistent compactifications with tadpole and Freed-Witten anomaly cancellation by choosing appropriate brane set-ups and world-volume fluxes which also give rise to SU(5)- or MSSM-like chiral models. We fix all the Kaehler moduli within the Kaehler cone and the regime of validity of the 4D effective field theory. This is achieved in a way compatible with the local presence of chirality. The hidden sector generating the non-perturbative effects is placed on a del Pezzo divisor that does not have any chiral intersections with any other brane. In general, the vanishing D-term condition implies the shrinking of the rigid divisor…
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