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K3 x $T{^2}/Z_{2}$ orientifolds with fluxes, open string moduli and critical points

We extend the four-dimensional gauged supergravity analysis of type IIB vacua on $K3\times T^2/Z_2$ to the case where also D3 and D7 moduli, belonging to N=2 vector multiplets, are turned on. In this case, the overall special geometry does not correspond to a symmetric space, unless D3 or D7 moduli...

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Detalles Bibliográficos
Autores principales: Angelantonj, Carlo, D'Auria, R, Ferrara, Sergio, Trigiante, M
Lenguaje:eng
Publicado: 2003
Materias:
Acceso en línea:https://dx.doi.org/10.1016/j.physletb.2003.12.074
http://cds.cern.ch/record/688143
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author Angelantonj, Carlo
D'Auria, R
Ferrara, Sergio
Trigiante, M
author_facet Angelantonj, Carlo
D'Auria, R
Ferrara, Sergio
Trigiante, M
author_sort Angelantonj, Carlo
collection CERN
description We extend the four-dimensional gauged supergravity analysis of type IIB vacua on $K3\times T^2/Z_2$ to the case where also D3 and D7 moduli, belonging to N=2 vector multiplets, are turned on. In this case, the overall special geometry does not correspond to a symmetric space, unless D3 or D7 moduli are switched off. In the presence of non--vanishing fluxes, we discuss supersymmetric critical points which correspond to Minkowski vacua, finding agreement with previous analysis. Finally, we point out that care is needed in the choice of the symplectic holomorphic sections of special geometry which enter the computation of the scalar potential.
id cern-688143
institution Organización Europea para la Investigación Nuclear
language eng
publishDate 2003
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spelling cern-6881432019-09-30T06:29:59Zdoi:10.1016/j.physletb.2003.12.074http://cds.cern.ch/record/688143engAngelantonj, CarloD'Auria, RFerrara, SergioTrigiante, MK3 x $T{^2}/Z_{2}$ orientifolds with fluxes, open string moduli and critical pointsParticle Physics - TheoryWe extend the four-dimensional gauged supergravity analysis of type IIB vacua on $K3\times T^2/Z_2$ to the case where also D3 and D7 moduli, belonging to N=2 vector multiplets, are turned on. In this case, the overall special geometry does not correspond to a symmetric space, unless D3 or D7 moduli are switched off. In the presence of non--vanishing fluxes, we discuss supersymmetric critical points which correspond to Minkowski vacua, finding agreement with previous analysis. Finally, we point out that care is needed in the choice of the symplectic holomorphic sections of special geometry which enter the computation of the scalar potential.hep-th/0312019CERN-TH-2003-295oai:cds.cern.ch:6881432003-12-01
spellingShingle Particle Physics - Theory
Angelantonj, Carlo
D'Auria, R
Ferrara, Sergio
Trigiante, M
K3 x $T{^2}/Z_{2}$ orientifolds with fluxes, open string moduli and critical points
title K3 x $T{^2}/Z_{2}$ orientifolds with fluxes, open string moduli and critical points
title_full K3 x $T{^2}/Z_{2}$ orientifolds with fluxes, open string moduli and critical points
title_fullStr K3 x $T{^2}/Z_{2}$ orientifolds with fluxes, open string moduli and critical points
title_full_unstemmed K3 x $T{^2}/Z_{2}$ orientifolds with fluxes, open string moduli and critical points
title_short K3 x $T{^2}/Z_{2}$ orientifolds with fluxes, open string moduli and critical points
title_sort k3 x $t{^2}/z_{2}$ orientifolds with fluxes, open string moduli and critical points
topic Particle Physics - Theory
url https://dx.doi.org/10.1016/j.physletb.2003.12.074
http://cds.cern.ch/record/688143
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