A momentum Space Analysis of the Triple Pomeron Vertex in pQCD

Abstract

We study properties of the momentum space Triple Pomeron Vertex in perturbative QCD. Particular attention is given to the collinear limit where transverse momenta on one side of the vertex are much larger than on the other side. We also comment on the kernels in nonlinear evolution equations.

arXiv commentMinor misprints corrected. To be published in EPJC

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Cited by in corpus (18)

• Measurement of the Inclusive ep Scattering Cross Section at Low Q^2 and x at HERA
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• Numerical solution of the nonlinear evolution equation at small x with impact parameter and beyond the LL approximation
• Hard scale dependent gluon density, saturation and forward-forward dijet production at the LHC
• Inclusive gluon production in the dipole approach: AGK cutting rules
• Nonlinear equation for coherent gluon emission
• Transverse momentum dependent splitting functions at work: quark-to-gluon splitting
• Twist expansion of the nucleon structure functions, F2 and FL, in the DGLAP improved saturation model
• Resummation in nonlinear equation for high energy factorizable gluon density and its extension to include coherence
• A Collinear Perspective on the Regge Limit
• Applied High Energy QCD
• Small-x analysis on the effect of gluon recombinations inside hadrons in light of the GLR-MQ-ZRS equation
• Saturation and linear transport equation
• Non-linear BFKL dynamics: color screening vs. gluon fusion
• A parton shower generator based on the GLR equation
• Long range rapidity correlations in soft interaction at high energies
• Twist decomposition of non-linear effects in Balitsky-Kovchegov evolution of proton structure functions
• BFKL Pomeron calculus: solution to equations for nucleus-nucleus scattering in the saturation domain