Banach Manifolds and Integrable Systems - KdV and Toda-Lattice Applications

Explore a 28-minute mathematics lecture that delves into integrable systems within the framework of Banach manifolds, delivered at the Erwin Schrödinger International Institute's Thematic Programme on "Infinite-dimensional Geometry: Theory and Applications." Learn about key integrable systems like KdV and Toda-lattice, examined through the lens of Banach Poisson and symplectic manifolds, with additional insights from collaborative research with A. Odzijewicz and A.B. Tumpach.