The Beta-Function of the Chiral Gross Neveu Model at O(1/N2)
Abstract
We compute the O(1/N2) correction to the critical exponent 2λ = - β(gc) for the chiral Gross Neveu model in arbitrary dimensions by substituting the corrections to the asymptotic scaling forms of the propagators into the Schwinger Dyson equations and solving the resulting consistency equations.
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