Kinematic Analysis Towards Glueballs

TL;DR

This paper proposes a kinematic framework to analyze glueball states and their relation to various particles like Pomerons, scalar states, and charmed baryons, aiming to unify understanding of these entities in QCD.

Contribution

It introduces a consistent kinematic-based approach to study glueball states and their connections to other hadronic states and QCD calculations.

Findings

Establishes relationships between glueballs and other hadronic states.

Provides a unified kinematic framework for glueball analysis.

Links lattice QCD results with experimental states.

Abstract

In the present work a consistent kinematic-based framework for glueball states is proposed. It relates the glueball, the Pomeron, QCD lattice calculations, the $0^{++}$ scalar states $f_0(1710)$ and $\chi_{c0}(1P)$, the $2^{++}$ states $f_J(2220)$ and $\chi_{c2}(2P)$, the baryonic charmed state $\Xi_c^+(2645)$.