Triangle Seminars
Monday, 27 Oct 2025
Lonti: Introduction to Matrix Models (2/4)
π London
Fedor Levkovich-Maslyuk
(City U.)
Abstract:
Models of random matrices can be viewed as zero-dimensional analogs of usual field theory. Despite decades of exploration, matrix models remain at the forefront of intensive research, motivated by a rich web of connections to string theory, quantum gravity, integrability, Yang-Mills theory, combinatorics, geometry and representation theory. These lectures will present a pedagogical introduction to the subject.
βLecture 1. Motivation and basic definitions. Hermitian matrix models: Feynman rules, ribbon graphs, large N genus expansion.
Lecture 2. Reduction to eigenvalues. Large N limit, Coulomb gas approach, saddle point equations.
Models of random matrices can be viewed as zero-dimensional analogs of usual field theory. Despite decades of exploration, matrix models remain at the forefront of intensive research, motivated by a rich web of connections to string theory, quantum gravity, integrability, Yang-Mills theory, combinatorics, geometry and representation theory. These lectures will present a pedagogical introduction to the subject.
βLecture 1. Motivation and basic definitions. Hermitian matrix models: Feynman rules, ribbon graphs, large N genus expansion.
Lecture 2. Reduction to eigenvalues. Large N limit, Coulomb gas approach, saddle point equations.
Posted by: Damian Galante
Tuesday, 28 Oct 2025
TBA
π London
Eleanor Hamilton
(Universitat de les Illes Balears)
TBA
π London
Andre Bernevig
(Princeton University)
Abstract:
TBA
TBA
Posted by: Sebastian Cespedes
Wednesday, 29 Oct 2025
TBA
π London
Maxim Zabzine
(Uppsala University)
TBA
π London
Toby Wiseman
(Imperial College London)
Abstract:
TBA
TBA
Posted by: Andrew Svesko