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Normal ordering and quantum groups

Authors:

C Fronsdal

Institution:

1. Physics Department, University of California, 90024, Los Angeles, CA, USA

Abstract:

The irreducible R-matrices associated with the quantum Liouville and sine-Gordon equations were classified by the su(2) index l, 2l integer. We find that the associated quantum field theories must have the following equal time operator product expansions in the lattice approximation

${\text{e}}^{ + \eta \phi } \phi _{\text{r}} = \pm /(\eta /\Delta ){\text{ e}}^{ + \eta \phi } {\text{ + nonsingular operator}}$

Keywords:	AMS subject classification (1991)" target="_blank">AMS subject classification (1991) 81-XX
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