Several aspects concerning the physics of D-branes in Type II flux compacti fi cations preserving minimal N = 1 supersymmetry in four dimensions are considered. It is shown how these vacua are completely characterized in terms of properly defined generalized calibrations for D-branes and the relation with Generalized Complex Geometry is discussed. General expressions for superpotentials and D-terms associated with the N = 1 four-dimensional description of space-time filling D-branes are presented. The massless spectrum of calibrated D-branes can be characterized in terms of cohomology groups of a differential complex canonically induced on the D-branes by the underlying generalized complex structure. (C) 2007 WILEY-VCH Verlag GmbH & Co. KGa...
In this review article we study type IIB superstring compactifications in the presence of space-time...
We elucidate the structure of D terms in N=1 orientifold compactifications with fluxes. As a case st...
We elucidate the structure of D terms in N=1 orientifold compactifications with fluxes. As a case st...
We study D-branes in N=1 flux compactifications to AdS_4. We derive their supersymmetry conditions a...
We consider chains of generalized submanifolds, as defined by Gualtieri in the context of generalize...
We study massless deformations of generalized calibrated cycles, which describe, in the language of ...
We consider chains of genralized submanifolds, as defined by Gualtieri in the context of generalized...
A geometrical form of the supersymmetry conditions for D-branes on arbitrary type II supersymmetric ...
In these lectures we review Generalized Complex Geometry and discuss two main applications to string...
International audienceWe investigate the emergence of supersymmetric negative-vacuum-energy ground s...
International audienceWe investigate the emergence of supersymmetric negative-vacuum-energy ground s...
We investigate the emergence of supersymmetric negative-vacuum-energy ground states in four dimensio...
We consider chains of generalized submanifolds, as defined by Gualtieri in the context of generalize...
In this review article we study type IIB superstring compactifications in the presence of space-time...
This review article provides a pedagogical introduction into various classes of chiral string compac...
In this review article we study type IIB superstring compactifications in the presence of space-time...
We elucidate the structure of D terms in N=1 orientifold compactifications with fluxes. As a case st...
We elucidate the structure of D terms in N=1 orientifold compactifications with fluxes. As a case st...
We study D-branes in N=1 flux compactifications to AdS_4. We derive their supersymmetry conditions a...
We consider chains of generalized submanifolds, as defined by Gualtieri in the context of generalize...
We study massless deformations of generalized calibrated cycles, which describe, in the language of ...
We consider chains of genralized submanifolds, as defined by Gualtieri in the context of generalized...
A geometrical form of the supersymmetry conditions for D-branes on arbitrary type II supersymmetric ...
In these lectures we review Generalized Complex Geometry and discuss two main applications to string...
International audienceWe investigate the emergence of supersymmetric negative-vacuum-energy ground s...
International audienceWe investigate the emergence of supersymmetric negative-vacuum-energy ground s...
We investigate the emergence of supersymmetric negative-vacuum-energy ground states in four dimensio...
We consider chains of generalized submanifolds, as defined by Gualtieri in the context of generalize...
In this review article we study type IIB superstring compactifications in the presence of space-time...
This review article provides a pedagogical introduction into various classes of chiral string compac...
In this review article we study type IIB superstring compactifications in the presence of space-time...
We elucidate the structure of D terms in N=1 orientifold compactifications with fluxes. As a case st...
We elucidate the structure of D terms in N=1 orientifold compactifications with fluxes. As a case st...