Dr Ronald Reid-Edwards
Dr Ronald Reid-EdwardsPhD (Lond), CASM (Cantab), MPhys (Oxon)
eMail:
Ronald [dot] Reid-Edwards [-at-] maths [dot] ox [dot] ac [dot] uk
Reception/Secretary: +44 1865 273525 Office: RI.1.53 Departmental Address:
Mathematical Institute |
Research Interests:
String theory, gauge theory, twistor theory and supergravity Major/Recent Publications:
The supersymmetric Penrose transform in six dimensions, L. J. Mason and R. A. Reid-Edwards, arXiv:1212.6173 On Closed Twistor String Theory, R. A. Reid-Edwards, arXiv:1212.6047 Conformal Field Theories in Six-Dimensional Twistor Space, L. J. Mason, R. A. Reid-Edwards and A. Taghavi-Chabert. J.Geom.Phys. 62 (2012) 2353-2375, arXiv:1011.0216 On Type IIA geometries dual to N=2 SCFTs, R. A. Reid-Edwards and B. Stefanski, Jr. Nucl.Phys. B849 (2011) 549-572 , arXiv:1011.0216 Bi-algebras, generalised geometry and T-duality. R. A. Reid-Edwards. arXiv:1001.2479 Flux compactifications, twisted tori and doubled geometry. R. A. Reid-Edwards. JHEP 0906 (2009) 085. arXiv: 0904.0380 Non-geometric backgrounds, doubled geometry and generalised T-duality. C. M. Hull and R. A. Reid-Edwards. JHEP 0909 (2009) 014. arXix:0902.4032 N=4 gauged supergravity from duality-twist compactifications of string theory. R. A. Reid-Edwards and B. Spanjaard. JHEP 0812 (2008) 052. arXiv:0810.4699 D-branes and doubled geometry. C. Albertsson, T. Kimura and R. A. Reid-Edwards. JHEP 0904 (2009) 113. arXiv:0806.1783 Gauge symmetry, T-duality and doubled geometry. C. M. Hull and R. A. Reid-Edwards. JHEP 0808 (2008) 043. arXiv:0711.4818 Geometric and non-geometric compactifications of IIB supergravity. R. A. Reid-Edwards. JHEP 0812 (2008) 043. hep-th/0610263 World-sheet boundary conditions in Poisson-Lie T-duality. C. Albertsson and R. A. Reid-Edwards. JHEP 0703 (2007) 004. hep-th/0606024 Flux compactifications of M-theory on twisted tori. C. M. Hull and R. A. Reid-Edwards. JHEP 0610 (2006) 086. hep-th/0603094 Flux compactifications of string theory on twisted tori. C. M. Hull and R. A. Reid-Edwards. Fortsch.Phys. 57 (2009) 862-894. hep-th/0503114 Teaching:
Prelims: Introductory Calculus, Probability, Partial Differential Equations, Multivariable Calculus, Applications, Dynamics Part A: Differential Equations, Calculus of Variations, Classical Mechanics, Fluid Dynamics & Waves, Quantum Mechanics |
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