The Toda Lattice and Universality for the Computation of the Eigenvalues of a Random Matrix, Paperback/***

This comprehensive introduction to the finite Toda lattice establishes its universality as an eigenvalue algorithm on random matrices. Including a new perspective that does not use the Hamiltonian structure, this is an engaging read for researchers looking to understand the confluence of integrable systems and integrable probability. Publisher: Cambridge University Press Author(s): Thomas (University of Washington) Trogdon Illustration(s): Worked examples or Exercises Number of pages: 172 Collection: London Mathematical Society Lecture Note Series Publication date: 2025 Dimensions: 149 x 229 x 12 Cover type: Paperback / softback