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Azimuthal correlations of high transverse momentum jets at next-to-leading order in the parton branching method

The azimuthal correlation, \(\Delta \phi_{12}\), of high transverse momentum jets in pp collisions at \(\sqrt{s}=13\) TeV is studied by applying PB-TMD distributions to NLO calculations via MCatNLO together with the PB-TMD parton shower. A very good description of the cross section as a function of...

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Bibliographic Details
Published in:arXiv.org 2021-12
Main Authors: Abdulhamid, M I, Al-Mashad, M A, A Bermudez Martinez, Bonomelli, G, Bubanja, I, Crnkovic, N, Colombina, F, D'Anzi, B, Cerci, S, Davydov, M, Estevez Banos, L I, zano, N, Hautmann, F, Jung, H, Kim, S, A Leon Quiros, Martins, D E, Mendizabal, M, K Moral Figueroa, Prestel, S, S Taheri Monfared, Süslü, C, D Sunar Cerci, van Kampen, A M, P Van Mechelen, Verbytskyi, A, Wang, Q, Yang, H, Zhou, Y
Format: Article
Language:English
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Summary:The azimuthal correlation, \(\Delta \phi_{12}\), of high transverse momentum jets in pp collisions at \(\sqrt{s}=13\) TeV is studied by applying PB-TMD distributions to NLO calculations via MCatNLO together with the PB-TMD parton shower. A very good description of the cross section as a function of \(\Delta \phi_{12}\) is observed. In the back-to-back region of \(\Delta \phi_{12} \to \pi\), a very good agreement is observed with the PB-TMD Set 2 distributions while significant deviations are obtained with the PB-TMD Set 1 distributions. Set 1 uses the evolution scale while Set 2 uses transverse momentum as an argument in \(\alpha_s\), and the above observation therefore confirms the importance of an appropriate soft-gluon coupling in angular ordered parton evolution. The total uncertainties of the predictions are dominated by the scale uncertainties of the matrix element, while the uncertainties coming from the PB-TMDs and the corresponding PB-TMD shower are very small. The \(\Delta \phi_{12}\) measurements are also compared with predictions using MCatNLO together PYTHIA8, illustrating the importance of details of the parton shower evolution.
ISSN:2331-8422
DOI:10.48550/arxiv.2112.10465