| This course is intended introduce graduates in theoretical physics, mathematics, and related disciplines to current ideas and methods at the forefront of modern theoretical physics and mathematics research, including
• Topics in theoretical physics: gravitation and cosmology, fluid mechanics, condensed matter physics, quantum information and subatomic physics. • Topics in pure mathematics: functional analysis, algebraic and differential topology, representation theory, Riemannian and non-Riemannian geometry.
Although the topics are diverse, there are commonalities which mean that the same mathematical and numerical methods can often be used in different fields, and there are many intersections between these topics. This MSc will also introduce descriptions and methods originally developed in theoretical physics and mathematics, which have found application in a wide range of other fields including biological systems, finance and computer science. It introduces students to the forefront of current research through a supervised project and may serve as an entry point to a research degree. |