Exploring Fermionic T-duality

Abstract

The fermionic T-duality transformation developed by Berkovits and Maldacena is applied to D-brane and the pp-wave solutions of type IIB supergravity. The pp-wave is found to be self-dual under the combination of dualities. We explore the consequences of applying the transformation and discuss various properties of the new transformed solutions.

27 pages, latex, v2: refs added

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• MHV Amplitudes in N=4 Super Yang-Mills and Wilson Loops
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Cited by in corpus (20)

• Conformal Twists, Yang-Baxter $\sigma$-models & Holographic Noncommutativity
• On AdS_4 x CP^3 T-duality
• Fermionic T-duality in the pp-wave limit
• Fermionic T-duality: A snapshot review
• T-Duality of Green-Schwarz Superstrings on AdS(d) x S(d) x M(10-2d)
• Self-duality of the D1-D5 near-horizon
• Real fermionic symmetry in type II supergravity
• Generalized Dualities and Supergroups
• Non-abelian fermionic T-duality in supergravity
• Aspects of Quantum Fermionic T-duality
• Fermionic T-Duality of $Ad{S}_n\times S^n(\times S^n)\times T^m$ using IIA Supergravity
• Fermionic T-duality and U-duality in type II supergravity
• T-dualization of type II superstring theory in double space
• Fermionic T-duality and momenta noncommutativity
• Fermionic T-duality in fermionic double space
• Fermionic T-duality in massive type IIA supergravity on AdS_{10-k} x M_k
• Dirichlet boundary conditions in type IIB superstring theory and fermionic T-duality
• Combined fermionic and bosonic T-duality of type II superstring theory with coordinate dependent RR field
• Fermionic T-duality and Morita Equivalence
• T-duality to Scattering Amplitude and Wilson Loop in Non-commutative Super Yang-Mills Theory