On a relation between Liouville field theory and a two component scalar field theory passing through the random walk
Franco Ferrari, Jaroslaw Paturej
Abstract
In this work it is proposed a transformation which is useful in order to simplify non-polynomial potentials given in the form of an exponential. As an application, it is shown that the quantum Liouville field theory may be mapped into a field theory with a polynomial interaction between two scalar fields and a massive vector field.
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