Uncovering the triple pomeron vertex from Wilson line formalism
G. A. Chirilli, L. Szymanowski, S. Wallon
TL;DR
This paper derives the triple pomeron vertex using Wilson line formalism, incorporating planar and non-planar contributions, and confirms its consistency with established reggeon calculus results.
Contribution
It introduces a novel derivation of the triple pomeron vertex from Wilson line formalism, unifying different approaches in high-energy QCD.
Findings
Perfect agreement with reggeon calculus results
Inclusion of both planar and non-planar contributions
Validation of Wilson line formalism for pomeron interactions
Abstract
We compute the triple pomeron vertex from the Wilson line formalism, including both planar and non-planar contributions, and get perfect agreement with the result obtained in the Extended Generalized Logarithmic Approximation based on reggeon calculus.
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