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VOLUME 37 (1983) | ISSUE 3 | PAGE 160
Reduction of the U(∞) supersymmetry theory to a random-matrix model
The limit N —► oo is analyzed for U(N )-invariant supersymmetry theories. It is shown that it is not necessary to freeze the momenta when such theories are reduced to a random-matrix model by the Eguchi-Kawai method. This assertion significantly simplifies numerical calculations in such theories.