Lattice Recursions and Integrability in Hamiltonian Geometry
Offered By: Fields Institute via YouTube
Course Description
Overview
Explore the fascinating world of lattice recursions and integrability in this 47-minute lecture by Jacques Hurtubise from McGill University. Delve into the mathematical concepts and theories surrounding these topics, gaining insights into their applications and significance in the field of Hamiltonian geometry. Discover how lattice structures and recursive patterns intersect with the principles of integrability, and learn about the latest research developments in this area. Enhance your understanding of complex mathematical systems and their behavior through this engaging presentation, part of the Fields Institute's Hamiltonian Geometry program.
Syllabus
Lattice recursions and Integrability
Taught by
Fields Institute
Related Courses
Introduction to Dynamical Systems and ChaosSanta Fe Institute via Complexity Explorer Nonlinear Dynamics 1: Geometry of Chaos
Georgia Institute of Technology via Independent Linear Differential Equations
Boston University via edX Algorithmic Information Dynamics: From Networks to Cells
Santa Fe Institute via Complexity Explorer Nonlinear Differential Equations: Order and Chaos
Boston University via edX