On T-duality
By I. Bakhmatov. 2011
283 citations recorded by the source corpus.
Subfields: Astronomy and Astrophysics, Nuclear and High Energy Physics, Statistical and Nonlinear Physics
View Paper: https://www.semanticscholar.org/paper/80921986ea91a16675ea4ac8203d1db6b07411de
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Citations in the corpus
- The effective action of double field theory (2011, background): “The concepts of Generalized Complex Geometry [9]–[11], non-geometry [12, 13] and double geometry [14]–[20] were proposed as suitable frameworks to deal with this situation (see also [21, 22] for extensions to M-theory).”
- Target space supergeometry of η and λ-deformed strings (2016, methodology): “We check this explicitly for the backgrounds that we have derived, where we follow the conventions of [32] for the T-duality rules [64, 65, 66].”
- Symmetries of Tree-level Scattering Amplitudes in N = 6 Superconformal Chern{Simons Theory (2010, background): “This dual symmetry can be traced back to a T-self-duality of the AdS5 × S(5) string background [13, 14] (see also [15] for a review).”
- Duality Symmetric String and M-Theory (2013, background): “From this vector one can build an O(d, d) element [168] OX = 1 − 2X ⊗ Xη .”
- Double Field Theory and N=4 Gauged Supergravity (2011, background): “Non-geometric compactifications in the context of N = 1 flux compactifications have also been studied [27], where the various fluxes have been identified with the charges appearing in the Courant bracket of internal doubled vielbeins.”
- A ten-dimensional action for non-geometric fluxes (2011, methodology): “After mentioning shortly the different aspects of non-geometry in various dimensions, we focus on the Generalized Complex Geometry perspective along the lines of [24].”
- β-supergravity: a ten-dimensional theory with non-geometric fluxes, and its geometric framework (2013, methodology): “First hints on such a bundle and its structure group were given in [22].”
- On non-abelian T-dual geometries with Ramond fluxes (2010, methodology): “∂±X̃ I = (A±) J∂±X J , for certain matrices A± that depend on the metric and NS antisymmetric tensor [13, 14].”
- Abelian Yang–Baxter deformations and TsT transformations (2016, background): “In terms of the action on the background fields, the standard treatment of T duality for a supergravity background coupling to a Green-Schwarz superstring [54, 55] does not admit an immediate O(d, d)-like formulation of TsT transformations.”
- Spheres, Generalised Parallelisability and Consistent Truncations (2014, methodology): “One condition[25] that can immediately be derived from the existence of a Leibniz generalised parallelisation is thatM is necessarily a coset spaceM = G/H, where g, the Lie algebra of G, is a subalgebra of the Leibniz algebra (3).”
- Supergravity as generalised geometry II: Ed(d) × ℝ+ and M theory (2014, background): “As described in [12, 54], the infinitesimal bosonic symmetry transformation is naturally encoded as the Dorfman derivative by V ∈ Γ(E) δVG = LVG, (4.”
- Non-Abelian T-duality and the AdS/CFT correspondence: New N=1 backgrounds (2013, background): “These rules were also obtained by considering how T-duality acts on spinors (or rather bispinors) and was detailed in [44, 45] from a space time perspective, in [46, 47] for the Green-Schwarz string and in [48, 49] for the pure spinor super string.”
- Exploring double field theory (2013, background): “obtained as a Courant algebroid on basis sections tea, ebu P TM ‘ T ̊M in [72, 104, 105].”