The Geometry of Differential Equations, 19-23 September

Spyros Alexakis - Integral Kahler invariants and the Tian-Yau-Zelditch expansion (Tuesday 2:45pm)
Paul Baird - Critical points of semi-conformal mappings (Friday 2:45pm)
Robert Bryant - A visit to the Finsler world (Colloquium) (Thursday 4pm)
Andreas Cap - Normal Weyl structures and solutions of first BGG operators (Thursday 10:45am)
Boris Doubrov - Local geometry of integral curves in parabolic geometries (Monday 11am)
Colin Guillarmou - The Chern-Simons line bundle on Teichmuller space (Wednesday 9am)
Matthias Hammerl - A non-normal Fefferman-type construction of split-signature conformal structures admitting twistor spinors (Thursday 11:45am)
Kengo Hirachi - Decomposition of critical GJMS operators on CR manifolds (Tuesday 1:45pm)
Alan Huckleberry - Random matrix models of disordered bosons (Monday 4:30pm)
Ernie Kalnins - Classical superintegrability for the Turbiner, Winternitz and Tremblay system (Wednesday 2:45pm)
Jonathan Kress - Superintegrability in a non-conformally-flat space (Wednesday 4:30pm)
Wojciech Krynski - Geometry of corank 2 distributions (Tuesday 11:45am)
Thomas Leistner - Conformal structures with explicit ambient metrics (Friday 10:45am)
Gaven Martin - Quasiregular mappings, curvature & dynamics (Tuesday 9am)
Lionel Mason - The Penrose transform and gerbes in 6-dimensions (Thursday 9am)
Vladimir Matveev - A linear algebra trick that solved two problems: first problem of Lie and superintegrable systems with one linear and one cubic integral (Wednesday 11:45am)
Tohru Morimoto - Differential equations on filtered manifolds: invitation to nilpotent analysis (Thursday 1:45pm)
Willard Miller - Recurrence relations and higher order superintegrability in classical and quantum mechanics (Wednesday 1:45pm)
Jean-Philippe Nicolas - A conformal approach to scattering theory (Friday 9am)
Gerd Schmalz - Free CR manifolds (Monday 1:45pm)
Jan Slovak - Fefferman circle bundle on free CR-distributions (Monday 2:45pm)
Petr Somberg - Universal splitting operators (Friday 1:45pm)
Vladimir Soucek - Branching laws for Verma modules and applications in parabolic geometries (Tuesday 10:45am)
Arman Taghavi-Chabert - A higher-dimensional generalisation of the Goldberg-Sachs theorem (Friday 11:45am)
Paul Tod - Three-dimensional Einstein-Weyl geometry (Monday 10am)
Peter Vassiliou - Systems of Lie type and the Cauchy problem for Darboux integrable partial differential equations (Wednesday 10:45am)
Keizo Yamaguchi - Second reduction theorem in contact geometry of second order (Tuesday 4:30pm)