1987Unpublished venueRequires access

Renormalization Group and Perturbation Theory Near Fixed Points in Two-Dimensional Field Theory

A. B. Zamolodchikov

Open publisher page 94 citations

Abstract

The behavior of the renormalization group is investigated in the neighborhood of the fixed points described by the ''minimal'' conformal theories M/sub p/ with p>>1. In the leading approximation in 1/p a field theory is constructed which corresponds to the renormalization-group trajectory connecting the fixed points M/sub p/ and M/sub p//sub -1/.

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What this paper is about

The behavior of the renormalization group is investigated in the neighborhood of the fixed points described by the ''minimal'' conformal theories M/sub p/ with p>>1. In the leading approximation in 1/p a field theory is constructed which corresponds to the renormalization-group trajectory connecting the fixed points M/sub p/ and M/sub p//sub -1/.

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OpenAlex reports 94 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

The behavior of the renormalization group is investigated in the neighborhood of the fixed points described by the ''minimal'' conformal theories M/sub p/ with p>>1. In the leading approximation in 1/p a field theory is constructed which corresponds to the renormalization-group trajectory connecting the fixed points M/sub p/ and M/sub p//sub -1/.

Key concepts: Fixed point, Renormalization group, Mathematics, Perturbation theory (quantum mechanics), Asymptotic safety in quantum gravity, Mathematical physics, Renormalization, Field theory (psychology)

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