The NLO N =4 SUSY BFKL Green function in the adjoint representation
G. Chachamis, and A. Sabio Vera
TL;DR
This paper analyzes the NLO BFKL Green function in N=4 SUSY theory within the adjoint representation, confirming consistency with previous solutions and exploring energy growth, collinear behavior, and angular expansions.
Contribution
It provides a detailed NLO analysis of the BFKL Green function in N=4 SUSY, extending understanding of its behavior at different momentum transfers.
Findings
Green function growth with energy characterized
Collinear behavior analyzed for various momentum transfers
Azimuthal angle Fourier components expansion studied
Abstract
We study the solution of the BFKL equation in the adjoint representation for the N=4 SUSY theory at NLO accuracy. Consistency with the large momentum transfer solution obtained by Fadin and Lipatov is found. We investigate, for large and small values of the momentum transfer, the growth with energy of the Green function, its collinear behaviour and the expansion in azimuthal angle Fourier components.
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