A dS obstruction and its phenomenological consequences

Abstract In this note we observe that positive runaway potentials can generically be stabilized by abelian p-form fluxes, leading to parametrically controlled de Sitter solutions after compactification to a lower dimension. When compactifying from 4d to 2d the dS solutions are metastable, whereas al...

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Main Authors: Miguel Montero, Thomas Van Riet, Gerben Venken
Format: Article
Language:English
Published: SpringerOpen 2020-05-01
Series:Journal of High Energy Physics
Subjects:
Online Access:http://link.springer.com/article/10.1007/JHEP05(2020)114
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author Miguel Montero
Thomas Van Riet
Gerben Venken
author_facet Miguel Montero
Thomas Van Riet
Gerben Venken
author_sort Miguel Montero
collection DOAJ
description Abstract In this note we observe that positive runaway potentials can generically be stabilized by abelian p-form fluxes, leading to parametrically controlled de Sitter solutions after compactification to a lower dimension. When compactifying from 4d to 2d the dS solutions are metastable, whereas all higher dimensional cases are unstable. The existence of these dS solutions require that a certain inequality involving the derivatives of the potential and p-form gauge coupling is satisfied. This inequality is not satisfied in simple stringy examples (outside of the scope of Maldacena-Nuñez), which unsurprisingly avoid this route to dS solutions. We can apply our techniques to construct dS 2 solutions in the Standard Model plus an additional runaway scalar such as quintessence. Demanding that these are avoided leads to (weak) phenomenological constraints on the time variation of the fine structure constant and QCD axion-photon coupling.
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spelling doaj.art-74a1e318b20c4d06ab2742321794cb992022-12-21T22:27:09ZengSpringerOpenJournal of High Energy Physics1029-84792020-05-012020512310.1007/JHEP05(2020)114A dS obstruction and its phenomenological consequencesMiguel Montero0Thomas Van Riet1Gerben Venken2Jefferson Physical Laboratory, Harvard UniversityInstitute of Theoretical Physics, KU LeuvenInstitute of Theoretical Physics, KU LeuvenAbstract In this note we observe that positive runaway potentials can generically be stabilized by abelian p-form fluxes, leading to parametrically controlled de Sitter solutions after compactification to a lower dimension. When compactifying from 4d to 2d the dS solutions are metastable, whereas all higher dimensional cases are unstable. The existence of these dS solutions require that a certain inequality involving the derivatives of the potential and p-form gauge coupling is satisfied. This inequality is not satisfied in simple stringy examples (outside of the scope of Maldacena-Nuñez), which unsurprisingly avoid this route to dS solutions. We can apply our techniques to construct dS 2 solutions in the Standard Model plus an additional runaway scalar such as quintessence. Demanding that these are avoided leads to (weak) phenomenological constraints on the time variation of the fine structure constant and QCD axion-photon coupling.http://link.springer.com/article/10.1007/JHEP05(2020)114Flux compactificationsBlack Holes in String Theory
spellingShingle Miguel Montero
Thomas Van Riet
Gerben Venken
A dS obstruction and its phenomenological consequences
Journal of High Energy Physics
Flux compactifications
Black Holes in String Theory
title A dS obstruction and its phenomenological consequences
title_full A dS obstruction and its phenomenological consequences
title_fullStr A dS obstruction and its phenomenological consequences
title_full_unstemmed A dS obstruction and its phenomenological consequences
title_short A dS obstruction and its phenomenological consequences
title_sort ds obstruction and its phenomenological consequences
topic Flux compactifications
Black Holes in String Theory
url http://link.springer.com/article/10.1007/JHEP05(2020)114
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