New Results in Soft Gluon Physics

TL;DR

This paper explores advanced methods in soft gluon physics, introducing new mathematical structures and classifications of amplitudes beyond traditional approximations using path integral techniques.

Contribution

It presents novel applications of path integral methods to classify soft gluon amplitudes and analyze multiparton webs, revealing new mathematical structures in scattering amplitudes.

Findings

Classification of soft gluon amplitudes beyond the eikonal approximation

Identification of new mathematical structures in multiparton webs

Insights into the exponentiation of scattering amplitudes

Abstract

We examine soft gluon physics, focusing on recently developed path integral methods. Two example applications of this technique are presented, namely the classification of soft gluon amplitudes beyond the eikonal approximation, and the structure of multiparton webs. The latter reveal new mathematical structures in the exponents of scattering amplitudes.