CORRELATIbNS IN ‘L-DIMENSIONAL CRITICAL THEORIES

Abstract

We study the correlation functions of 2D statistical models at a critical point, using the techniques based on conformal invariance developed by Belavin, Polyakov and Zamolodchikov and Friedan, Qiu and Shenker. These functions are known to obey systems of linear partial-differential equations. We show that in many cases, determinable from properties of the… (More)

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