Local one-dimensional reggeon model of the interaction of several pomerons
M.A. Braun, E.M. Kuzminskii, M.I. Vyazovsky (Saint-Petersburg State, University, Russia)
TL;DR
This paper develops a one-dimensional local reggeon model incorporating multiple pomerons with different conformal spins, numerically analyzing their propagators and interaction amplitudes as functions of rapidity.
Contribution
It introduces a novel reggeon model with multiple pomerons of different spins and provides numerical solutions for their propagators and amplitudes.
Findings
Numerical solutions for pomeron propagators as functions of rapidity.
Analysis of the $hA$ amplitude dependence on rapidity.
Model includes leading and subdominant pomerons with specific conformal spins.
Abstract
We consider the one-dimensional local reggeon theory describing the leading pomeron with the conformal spin and two subdominant pomerons with . The dependence of the propagators of pomerons and the amplitude on rapidity are found numerically by integrating the evolution equation.
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