Superspace with manifest T-duality from type II superstring

Abstract

A superspace formulation of type II superstring background with manifest T-duality symmetry is presented. This manifestly T-dual formulation is constructed in a space spanned by two sets of nondegenerate super-Poincare algebra. Supertorsion constraints are obtained from consistency of the kappa-symmetric Virasoro constraints. All superconnections and vielbein fields are solved in terms of a prepotential which is one of the vielbein components. AdS5xS5 background is explained in this formulation.

23 pages; v2: minor modifications, references updated, version published in JHEP

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Cited by in corpus (26)

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• Heterotic $\alpha$'-corrections in Double Field Theory
• The Geometry, Branes and Applications of Exceptional Field Theory
• Ramond-Ramond gauge fields in superspace with manifest T-duality
• T-duality off shell in 3D Type II superspace
• Double supergeometry
• Superstring in doubled superspace
• E${}_{7(7)}$ Exceptional Field Theory in Superspace
• Type II chiral affine Lie algebras and string actions in doubled space
• Generalized Dualities and Supergroups
• Non-abelian fermionic T-duality in supergravity
• Exploring the geometry of supersymmetric double field theory
• T-dual Superstring Lagrangian with double zweibeins
• Exceptional field theories, superparticles in an enlarged 11D superspace and higher spin theories
• Twistors and supertwistors for exceptional field theory
• Type II Double Field Theory in Superspace
• Perturbative F-theory 10-brane and M-theory 5-brane
• O(D,D) gauge fields in the T-dual string Lagrangian
• Five-brane Current Algebras in Type II String Theories
• Pre-potential in the $Ad{S}_5\times S^5$ Type IIB superspace
• On section conditions of E7(7) exceptional field theory and superparticle in N=8 central charge superspace
• Notes on Ramond-Ramond spinors and bispinors in double field theory
• Advantage of the second-order formalism in double space T-dualization of type II superstring
• Manifestly T-dual formulation of AdS space
• M Theory from F Theory
• Open F-branes