Variational principle for large N matrix models

Details Variational principle for large N matrix models Variational principle for large N matrix models

Nov 2001

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2001aipc..601..267a&link_type=abstract

THEORETICAL HIGH ENERGY PHYSICS: MRST 2001: A Tribute to Roger Migneron. AIP Conference Proceedings, Volume 601, pp. 267-273 (2

Physics

High Energy Physics

Field Theory

Scientific paper

We derive a variational principle for large N matrix models. The partition function and vacuum green functions are determined by the principle of minimization of a free energy. The Schwinger-Dyson equations are the conditions for the free energy to be an extremum. We obtain a parametric representation for the greens functions and ground state energy. The parameter is a change of variable that transforms a reference theory to the one of interest. .

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