Selections from MSRI's Video Archive

Volume 5: Table of Contents

Random Matrix Models and their Applications

• Mark Adler Integrable Structures Inherent in Random Matrix Theory
• Estelle Basor Distribution Functions for Linear Statistics
• Rodney Baxter Chiral Potts Model
• Paul Bleher Universality and Scaling for Zeros of Random Polynomials
• Eduoard Brezin Scaling limit of random matrices and KdV flow
• Sarbarish Chakravarty Ageneralized Darboux-Halphen system, 2
• Percy Deift Asymptotics for random permutations Orthogonal Polynomial and Random Matrix Theory
• Persi Diaconis What is HAAR Measure Anyways?
• Boris Dubrovin Frobenius Manifolds, Isomonodromy Deformations, and Integrable Hierarchies 1 Frobenius Manifolds, Isomonodromy Deformations, and Integrable Hierarchies 2
• Peter Forrester Matrix Enssembles with General B, 2
• Edward Frenkel Baxter's Q-operator and the Virasoro algebra
• Mourad Ismail Discriminants, q-Differences and Electrostatics
• Vladimir Korepin Algebra of Integral Operators and Correlation functions of 1D electron gas
• Barry McCoy Correlation Functions of XXZ model at finite temperature
• Madan Lal Mehta Random Matrices I
• Peter Sarnak Random Matrix Models 0's of Zeta Functions and Random Matrices
• Bill Sutherland Behavior of a Quantum Fluid Interacting by an Inverse-square Potential in a Time-dependent Harmonic Trap
• Craig Tracy Universality of the Distributions of Random Matrix Theory
• Harold Widom Kernels of Integral Operators and Eigenvalue Distribution in Random Matrix Ensembles I Kernels of Integral Operators and Eigenvalue Distribution in Random Matrix Ensembles II
• Xin Zhou Steepest Descent Method