Interaction between the fields of general relativity and differential geometry, and between quantum mechanics and functional analysis during the first half of the early twentieth century has led us, today, into a new golden age of mathematical physics.

The Master's programme in Mathematical Physics examines the intersection of mathematics and physics on the basis of:

• non-commutative geometry
• string theory
• quantisation theory
• operator algebras
• quantum groups
• critical phenomena
• conformal field theory
• integrable systems
• Lie theory
• algebraic geometry
• applied analysis

and other topics.