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Research in Applied Mathematics and Theoretical Physics

Lattice Quantum Chromodynamics (Lattice QCD)

• Patrick Fritzsch - Standard model of elementary particle physics, Renormalisation, Resurgence, Effective Field Theory
• Michael Peardon - Hadron physics and spectroscopy, Monte Carlo methods
• Sinéad M. Ryan - QCD at zero and finite temperature, heavy quark physics, spectroscopy of strong exotic matter
• Stefan Sint - Precision studies in lattice QCD, non-perturbative renormalization and O(a) improvement, effective theories, perturbation theory

Numerical Analysis and Scientific Computing

• Kirk Soodhalter - Numerical Linear Algebra, Ill-posed problems, Krylov subspace methods, data-driven iterative methods, High-Performance computing applications

Quantum Field Theory

• Ruth Britto - Scattering Amplitudes, Feynman Integrals
• Nigel Buttimore - Spin structure of hadrons in the context of their constituent quarks and gluons; theoretical support for spin programmes at polarized proton and antiproton colliders
• Marius de Leeuw - Integrability, String Theory, QFT
• Sergey Frolov - String sigma models related to AdS/CFT, integrable systems, conformal field theory
• Michael Fry - Analytical calculation of the functional determinant of the Dirac operator in the presence of an external background gauge field
• Manuela Kulaxizi- Conformal Field Theory, Quantum Gravity, holography, Quantum field theory, String Theory
• Jan Manschot - Quantum Field Theory, String Theory, Algebraic Geometry and Modular Forms
• Tristan McLoughlin - Quantum Field theory, Quantum Gravity, String Theory, Integrable models and Many-body physics
• Andrei Parnachev - Quantum Field Theory, Quantum Gravity, Holography, Conformal Field Theory, String Theory
• Samson Shatashvili - Quantum field theory, string theory, integrable systems, mathematical physics, representation theory, conformal field theory

Mathematical Physics

• Florian Naef — Non-commutative geometry and string topology.
• Jan Manschot — Quantum Field Theory, String Theory, Algebraic Geometry and Modular Forms
• Samson Shatashvili — Quantum field theory, string theory, integrable systems, mathematical physics, representation theory, conformal field theory.
• John Stalker — Classical general relativity, hyperbolic partial differential equations, Vlasov and Boltzmann equations, linear and nonlinear theories of electromagnetism, numerical analysis.
• Katrin Wendland — Complex algebraic and differential geometry, representation theory, conformal and topological quantum field theory.

String Theory

• Marius de Leeuw - Integrability, String Theory, QFT
• Sergey Frolov - String sigma models related to AdS/CFT, integrable systems, conformal field theory
• Manuela Kulaxizi - Conformal Field Theory, Quantum Gravity, holography, Quantum field theory, String Theory
• Jan Manschot - Quantum Field Theory, String Theory, Algebraic Geometry and Modular Forms
• Tristan McLoughlin - Quantum Field theory, Quantum Gravity, String Theory, Integrable models and Many-body physics
• Andrei Parnachev - Quantum Field Theory, Quantum Gravity, Holography, Conformal Field Theory, String Theory
• Samson Shatashvili - Quantum field theory, string theory, integrable systems, mathematical physics, representation theory, conformal field theory