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Current Research:
Nonlinear Dynamics
and Chaos: Inverse methods to
construct chaotic dynamical systems, starting with their exact statistics.
Elementary Particle/String
theory: Applications of AdS/CFT duality to the non-equilibrium dynamics of first
order chiral phase transitions.
Selected Articles:
- Exact Statistics of Chaotic
Dynamical Systems
- nlin.CD/0804.3793
- Complexified Path Integrals and the Phases of Quantum Field Theory
- with G. Guralnik, hep-th/0710.1256
- Calibrated Surfaces and Supersymmetric Wilson Loops
- with
A. Dymarsky,
- Holography and the Higgs branch of N=2 SYM theories
- with S. Kovacs and B. Kulik, JHEP 0503 (2005) 063.
- Properties of Chiral Wilson Loops
- with B. Kulik, JHEP (2004) 065.
- Chiral Symmetry Breaking and Pions in Non-Supersymmetric Gauge/Gravity Duals
- with J. Babington, J. Erdmenger, N. Evans and I. Kirsch, Phys.Rev.D69 (2004) 066007.
- Deconstructing Intersecting M5-Branes
- with N. Constable, J. Erdmenger and I. Kirsch, Phys.Rev.D67 (2003) 106005.
- Testing non-commutative QED, constructing non-commutative MHD
- with R. Jackiw, S.Y. Pi and A.P. Polychronakos, Phys.Lett.B517 (2001) 450.
- Strings and discrete fluxes of QCD
- JHEP 0003 (2000) 003.