Pages that link to "Item:Q438306"
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The following pages link to Geometric constructions of nongeometric string theories (Q438306):
Displaying 49 items.
- Type IIB flux vacua from G-theory. II (Q1754975) (← links)
- Supersymmetry with non-geometric fluxes, or a \(\beta\)-twist in generalized geometry and Dirac operator (Q1755098) (← links)
- Open-string T-duality and applications to non-geometric backgrounds (Q1783913) (← links)
- T-folds, doubled geometry, and the \(\mathrm{SU}(2)\) WZW model. (Q1795720) (← links)
- Structure in 6D and 4D \( \mathcal{N}=1 \) supergravity theories from F-theory (Q1796046) (← links)
- \(\mathcal{N}=1\) geometric supergravity and chiral triples on Riemann surfaces (Q1986578) (← links)
- A worldsheet perspective on heterotic T-duality orbifolds (Q2032581) (← links)
- Wrapped fivebranes redux (Q2044855) (← links)
- Target space duality of non-supersymmetric string theory (Q2075553) (← links)
- Interactions of strings on a T-fold (Q2101000) (← links)
- Erratum: The effective action of double field theory (Q2261096) (← links)
- Uplifts of maximal supergravities and transitions to non-geometric vacua (Q2273376) (← links)
- Degenerations of K3, orientifolds and exotic branes (Q2283492) (← links)
- Microstate geometries at a generic point in moduli space (Q2329510) (← links)
- Noncommutative gauge theories on D-branes in non-geometric backgrounds (Q2332209) (← links)
- The different faces of branes in double field theory (Q2332252) (← links)
- \(K3\) surfaces, modular forms, and non-geometric heterotic compactifications (Q2355066) (← links)
- Worldsheet instanton corrections to five-branes and waves in double field theory (Q2413649) (← links)
- Hypermoduli stabilization, flux attractors, and generating functions (Q2452530) (← links)
- Generalized complex manifolds and supersymmetry (Q2575344) (← links)
- Finite gauge transformations and geometry in double field theory (Q2635279) (← links)
- Dimensional oxidation and modular completion of non-geometric type IIB action (Q2635331) (← links)
- Metastring theory and modular space-time (Q2635415) (← links)
- Non-commutativity and non-associativity of the doubled string in non-geometric backgrounds (Q2635466) (← links)
- Non-geometric backgrounds based on topological interfaces (Q2635563) (← links)
- On modular completion of generalized flux orbits (Q2636098) (← links)
- A symplectic rearrangement of the four dimensional non-geometric scalar potential (Q2636170) (← links)
- Sigma models for genuinely non-geometric backgrounds (Q2636188) (← links)
- Dynamics of perturbations in double field theory \& non-relativistic string theory (Q2636331) (← links)
- A course on noncommutative geometry in string theory (Q2812652) (← links)
- Cosmological implications from \(\operatorname{O}(D, D)\) (Q2812675) (← links)
- The intriguing structure of non-geometric frames in string theory (Q2812977) (← links)
- The spacetime of double field theory: review, remarks, and outlook (Q2812978) (← links)
- Lie algebroids, non-associative structures and non-geometric fluxes (Q2812983) (← links)
- T-duality, quotients and currents for non-geometric closed strings (Q2814254) (← links)
- Stringy geometry from F-theory (Q2815170) (← links)
- Towards a world-sheet description of doubled geometry in string theory (Q2833143) (← links)
- De Sitter musings (Q2919232) (← links)
- Conifolds and geometric transitions (Q3077045) (← links)
- Flux compactification (Q3077073) (← links)
- Lectures on generalized complex geometry for physicists (Q3085939) (← links)
- Non‐geometric fluxes in ten dimensions (Q3167087) (← links)
- Geometric U-folds in four dimensions (Q4606144) (← links)
- Non‐geometric fluxes in supergravity and double field theory (Q4902870) (← links)
- String geometry and nonperturbative formulation of string theory (Q5010168) (← links)
- Born sigma-models for para-Hermitian manifolds and generalized T-duality (Q5019034) (← links)
- (Q5418226) (← links)
- New Gaugings and Non‐Geometry (Q6062010) (← links)
- Half‐Maximal Supersymmetry from Exceptional Field Theory (Q6062011) (← links)
