Fermionic T-duality: A snapshot review
arXiv:1210.5588 · doi:10.1142/S0217751X12300323
Abstract
Through a self-dual mapping of the geometry AdS5 x S5, fermionic T-duality provides a beautiful geometric interpretation of hidden symmetries for scattering amplitudes in N=4 super-Yang-Mills. Starting with Green-Schwarz sigma-models, we consolidate developments in this area into this small review. In particular, we discuss the translation of fermionic T-duality into the supergravity fields via pure spinor formalism and show that a general class of fermionic transformations can be identified directly in the supergravity. In addition to discussing fermionic T-duality for the geometry AdS4 x CP3, dual to N=6 ABJM theory, we review work on other self-dual geometries. Finally, we present a short round-up of studies with a formal interest in fermionic T-duality.
1+25 pages, typos fixed, updated Journal reference
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Cited by in corpus (12)
- Supersymmetric AdS_6 via T-duality
- Conformal Twists, Yang-Baxter -models & Holographic Noncommutativity
- On the ABJM four-point amplitude at three loops and BDS exponentiation
- A Requiem for Fermionic self-T-duality
- T-Duality of Green-Schwarz Superstrings on AdS(d) x S(d) x M(10-2d)
- Generalized Dualities and Supergroups
- Non-abelian fermionic T-duality in supergravity
- Fermionic T-Duality of using IIA Supergravity
- Fermionic T-duality of DFT
- Fermionic T-duality in massive type IIA supergravity on AdS_{10-k} x M_k
- ABJM flux-tube and scattering amplitudes
- T-duality to Scattering Amplitude and Wilson Loop in Non-commutative Super Yang-Mills Theory