We extend the $P$-flux analysis carried out recently on the $T^6/[\mathbbZ_2 \times \mathbbZ_2 ]$ type-II orientifold model to include all the possible non-geometric fluxes. By deriving universal T-duality rules for all the fluxes, we are able to write down a complete expression for the superpotential for both the IIB and IIA theories. By exploiting the universal T-duality rules that apply to all the branes in string theory, we then identify all the exotic branes that can be consistently included to cancel the tadpoles induced by the fluxes. Finally, we derive the representations of these branes with respect to the $SL(2,\mathbbZ)^7$ duality symmetry of the model
We discuss the relation between generalised fluxes and mixed-symmetry potentials. We refer to the fl...
With model building applications in mind, we collect and develop basic techniques to analyze the lan...
We revisit type I compactifications with a Spin(32)/Z2 gauge bundle that admits no vector structure....
Abstract We extend the P $$ \mathcal{P} $$ -flux analysis carried out recently on the T 6/[ℤ2 × ℤ2] ...
In this work we classify the subalgebras satisfied by non-geometric Q-fluxes in type IIB orientifold...
We present and study ten-dimensional effective actions for various nongeometric fluxes of which exot...
We show that the number of half-supersymmetric p-branes in the Type II theories compactified on orb...
We study how exotic branes, i.e. branes whose tensions are proportional to $g_s^{-\alpha}$, with $\a...
We study novel type-IIB compactifications on the T6/Z2 orientifold. This geometry arises in the T-du...
The (heterotic) double field theories and the exceptional field theories are manifestly duality cova...
We discuss fluxes of RR and NSNS background fields in type II string compactifications on non-compac...
We study novel type IIB compactifications on the T^6/Z_2 orientifold. This geometry arises in the T-...
We construct the effective action of certain exotic branes in the Type II theories which are not pre...
We consider string vacua formed by compactifying Type II string theories on toroidal orbifolds and g...
We consider N=1 compactifications of the type-IIA theory on the T6/(Z2xZ2) orbifold and O6 orientifo...
We discuss the relation between generalised fluxes and mixed-symmetry potentials. We refer to the fl...
With model building applications in mind, we collect and develop basic techniques to analyze the lan...
We revisit type I compactifications with a Spin(32)/Z2 gauge bundle that admits no vector structure....
Abstract We extend the P $$ \mathcal{P} $$ -flux analysis carried out recently on the T 6/[ℤ2 × ℤ2] ...
In this work we classify the subalgebras satisfied by non-geometric Q-fluxes in type IIB orientifold...
We present and study ten-dimensional effective actions for various nongeometric fluxes of which exot...
We show that the number of half-supersymmetric p-branes in the Type II theories compactified on orb...
We study how exotic branes, i.e. branes whose tensions are proportional to $g_s^{-\alpha}$, with $\a...
We study novel type-IIB compactifications on the T6/Z2 orientifold. This geometry arises in the T-du...
The (heterotic) double field theories and the exceptional field theories are manifestly duality cova...
We discuss fluxes of RR and NSNS background fields in type II string compactifications on non-compac...
We study novel type IIB compactifications on the T^6/Z_2 orientifold. This geometry arises in the T-...
We construct the effective action of certain exotic branes in the Type II theories which are not pre...
We consider string vacua formed by compactifying Type II string theories on toroidal orbifolds and g...
We consider N=1 compactifications of the type-IIA theory on the T6/(Z2xZ2) orbifold and O6 orientifo...
We discuss the relation between generalised fluxes and mixed-symmetry potentials. We refer to the fl...
With model building applications in mind, we collect and develop basic techniques to analyze the lan...
We revisit type I compactifications with a Spin(32)/Z2 gauge bundle that admits no vector structure....