The lecture series explored the geometric Langlands program, a subject of much exciting recent activity at the interface of representation theory, algebraic geometry and quantum field theory. A short report of the event appeared in the LMS Newsletter. The following lectures were given:

• David Ben-Zvi: Geometric function theory I-II
• David Ben-Zvi: Moduli of bundles I-II
• David Ben-Zvi: Hecke operators I-II
• David Ben-Zvi: Topological field theory I-II
• David Ben-Zvi: Applications I-II
• Dmitriy Rumynin: D-modules in positive characteristic I-II
• Constantin Teleman: Examples and counterexamples for geometric Langlands I-II
• Alexander Schmitt: The cohomology ring of the moduli stack of principal bundles on a curve
• Luis Alvarez-Consul: Moduli of coherent sheaves from moduli of Kronecker modules