Seminar Event Detail


Integrable Systems and Random Matrix Theory

Date:  Monday, January 29, 2018
Location:  1866 East Hall (4:00 PM to 5:00 PM)

Title:  Hamiltonian formalism for the finite open Toda lattice and its spectral curves

Abstract:   A Hamiltonian formalism for integrable systems is a well-studied topic. Nevertheless, there is no approach which will cover all known examples integrable with the machinery of algebraic geometry. Very often there are no answers even to the simplest questions. We will formulate the main conjecture of the author regarding Poisson structures for these integrable systems. As an example, we consider the finite open Toda lattice.

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Speaker:  Kirill Vaninsky
Institution:  Michigan State University

Event Organizer:   Guilherme Silva    silvag@umich.edu

 

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