Wave function renormalization constants and one-particle form factors in $D_{l}^{(1)}$ Toda field theories

TL;DR

This paper uses angular quantization to compute wave function renormalization constants and form factors in $D_{l}^{(1)}$ affine Toda quantum field theories, providing a general formula for ADE Toda models.

Contribution

It introduces a general formula for wave function renormalization constants in ADE Toda field theories and calculates specific form factors.

Findings

Derived wave function renormalization constants for $D_{l}^{(1)}$ Toda theories.

Calculated all one-particle form factors for exponential fields.

Provided partial two-particle form factor results.

Abstract

We apply the method of angular quantization to calculation of the wave function renormali- zation constants in $D_{l}^{(1)}$ affine Toda quantum field theories. A general formula for the wave function renormalization constants in ADE Toda field theories is proposed. We also calculate all one-particle form factors and some of the two-particle form factors of an exponential field.