Explore a comprehensive lecture on lifting Hamiltonian torus actions to integrable systems presented by J. Palmer from the University of Antwerp and University of Illinois. Delve into the intricate world of finite dimensional integrability in mathematical physics, examining the complex relationships between Hamiltonian mechanics and torus actions. Gain insights into advanced mathematical concepts and their applications in physics over the course of this 54-minute presentation, offered as part of the NCCR SwissMAP series.
Overview
Syllabus
Lifting Hamiltonian torus actions to integrable systems, J. Palmer
Taught by
NCCR SwissMAP
Related Courses
-
Lifting Torus Actions to Integrable Systems
-
Integrable Birational Discretisations from a 3D Generalisation of QRT
-
Families of Hyper-Semitoric Systems in Mathematical Physics
-
Introduction to Classical and Quantum Integrable Systems by Leon Takhtajan
-
Gelfand-Cetlin Analogues in Integrable Systems
-
Introduction to Discrete Integrable Systems - Part 1
