Speaker
Description
The production of Mueller-Navelet dijets is studied within the framework of the
High-Energy Factorization approach [1,2,3]. Such processes are considered to be
sensitive to the effects of BFKL resummation [4]. In the Ref.[5] it was shown
that experimental data for dijets with large rapidity gaps can't be described
using NLO DGLAP based Monte-Carlo generators. In the study, we predict cross
sections for the production of dijets using the Reggeon-Reggeon-Particle-Particle effective vertices obtained within the formalism of the L.N. Lipatov's Effective Field Theory [6]. Calculations are performed using two different unintegrated PDF sets [7,8].
[1] J. Collins and R. Ellis. Nucl.Phys.B 360 (1991) 3-30;
[2] S. Catani and F. Hautmann. Nucl.Phys.B 427 (1994) 475-524;
[3] L.V. Gribov, E.M. Levin, M.G. Ryskin. Phys.Rept. 100 (1983) 1-150;
[4] A. Mueller and H. Navelet. Nucl.Phys.B 282 (1987) 727-744;
[5] CMS Collaboration. JHEP 03 (2022) 189;
[6] L.N. Lipatov. Nucl.Phys.B 452 (1995) 369-400;
[7] M. Nefedov and V. Saleev. Phys.Rev.D 102 (2020) 114018;
[8] J. Blumlein. DESY-95-121.
