T-Duality and Ramond-Ramond Backgrounds in the Matrix Model
arXiv:hep-th/9811213 · doi:10.1016/S0550-3213(99)00168-6
Abstract
We investigate T-duality of toroidally compactified Matrix model with arbitrary Ramond-Ramond backgrounds in the framework of noncommutative super Yang-Mills gauge theory.
LaTeX, 17 pages, no figures
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Cited by in corpus (31)
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- Introduction to M(atrix) theory and noncommutative geometry
- Introduction to M(atrix) theory and noncommutative geometry, Part II
- Double Field Theory of Type II Strings
- Unification of Type II Strings and T-duality
- Dipoles, Twists and Noncommutative Gauge Theory
- Abelian Yang-Baxter Deformations and TsT transformations
- Quantum Mechanics on the Noncommutative Torus
- SO(d,d) Transformations of Ramond-Ramond Fields and Space-time Spinors
- NS-branes, source corrected Bianchi identities, and more on backgrounds with non-geometric fluxes
- Morita equivalence and T-duality (or B versus )
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- Quantum mechanics on noncommutative Riemann surfaces
- Matrix theory origins of non-geometric fluxes
- Ramond-Ramond Couplings of Noncommutative D-branes
- Morita Duality and Large-N Limits
- Aspects of Gauge Theory on Commutative and Noncommutative Tori
- Semi-Flatland
- Democratic actions for type II supergravities
- Constructions of Non Commutative Instantons on and
- Twisted Bundles on Noncommutative and D-brane Bound States
- Matrix theory compactifications on twisted tori
- Duality Twisted Reductions of Double Field Theory of Type II Strings
- Superfield T-duality rules
- Ramond-Ramond Couplings of Noncommutative Branes
- Type II Double Field Theory in Superspace
- TASI Lectures on Compatification and Duality
- Notes on Ramond-Ramond spinors and bispinors in double field theory
- Strings, Dipoles and Fuzzy Spheres
- Open F-branes
- Non-commutative Weitzenboeck geometry, gerbe modules, and WZW branes