Pomeron cuts and inclusive reactions

Abstract

The contributions of Pomeron cuts to inclusive cross sections in the central region are studied within the framework of the Reggeon calculus. The two-particle correlation function contains a term independent of the rapidities of the observed particles and only weakly dependent on the total rapidity $Y$. The integrated correlation functions ${f}_{n}$ grow as ${Y}^{n\ensuremath{-}1}$ and satisfy Le Bellac's inequality automatically. The multiplicity distribution contains multiple peaks at very high energy.

Related Papers

• → High-energy elastic and diffractive cross sections(2014)39 cited
• → Non-factorizable Contributions to the Large Rapidity Gap at HERA(1997)
• → Possible Identification of Double Pomeron Exchange Processes(1997)
• Rapidity and transverse momentum distribution of gluon jets produced in pp collisions by double pomeron exchange(2004)