Seminar talk, 2 April 2008

Speaker: Paul Kersten

Title: The Monge-Ampère equation: Hamiltonian and symplectic structures, recursions

Abstract:

After a short introduction/description of equation structure and $\ell$- and $\ell ^{*}$-covering, we describe as a quite complicated application: Monge-Ampère equation. Results for Hamiltonian, symplectic and recursion structures are obtained in a "standard" and "straight-forward" way, demonstrating the intrinsic power of the geometrical picture.