matrix model




Matrix models are physical models in which the dynamical quantities are square matrices (in certain class of matrices, e.g. hermitian), in other words, a Lagrangian/Hamiltonian depends on matrix quantities and is usually taken at the limit when the size of matrix tends to infinity.

Matrix models are studied mainly in the context of statistical mechanics (see random matrix theory) or in quantum field theory.

Matrix models that have been argued to capture D-brane dynamics and nonperturbative effects in string theory include


First inkling of matrix models from the large N limit of QCD:

Discussion of topological recursion for matrix models originates with

category: physics

Last revised on December 1, 2020 at 23:40:07. See the history of this page for a list of all contributions to it.