YOUR SKILLS AND ATTRIBUTES FOR SUCCESS:

• PhD (or near completion) in Physics, Theoretical Physics or Mathematical Physics.
• Knowledge of quantum field theory and experience in perturbative calculations.
• (asymptotic expansions) Knowledge of the current research frontier in one or more of the following areas: scattering amplitudes, Feynman integrals, method of regions, infrared divergences and subtraction, integration-by-parts (IBP) reduction, method of differential equations, soft collinear effective theory (SCET), resummation, next-to-leading power (NLP).
• (mathematical structure) Knowledge of the current research frontier in one or more of the following areas: scattering amplitudes, Feynman integrals, infrared divergences, supersymmetry, positive geometries, the motivic properties of iterated integrals.
• Experience in delivering research results in an academic context; e.g. a record of peer-reviewed journal and conference presentations.
• Capability of working independently, exercising a high degree of initiative, and demonstrating a proactive and flexible approach to work.
  Click to view a copy of the full job description (opens new browser tab ) for the Postdoctoral Research Associate OR to view a copy of the full job description (opens new browser tab) for the Research Fellow (asymptotic expansions)
  Click to view a copy of the full job description (opens new browser tab ) for the Postdoctoral Research Associate OR to view a copy of the full job description (opens new browser tab) for the Research Fellow (mathematical structure)

Please refer the Job description for details