Overview
Watch a 43-minute mathematics lecture exploring the geometric perspective of discrete Painlevé equations, a class of non-autonomous discrete dynamical systems. Learn how these equations emerge from the deautonomization of QRT maps and discover their connection to affine Weyl groups and birational representations. Delve into the growing significance of discrete Painlevé equations in mathematical physics over the past two decades with Professor Anton Dzhamay, an expert in integrable systems and algebro-geometric techniques from BIMSA. Gain insights into this specialized area of mathematics through clear explanations of complex concepts and their relationships to broader mathematical principles.
Syllabus
Anton Dzhamay: What is a Discrete Painlevé Equation?
Taught by
BIMSA