Jet energy flow at the LHC

Abstract

We present a quantitative study of energy flow away from jets by numerically solving the evolution equation derived by Banfi, Marchesini and Smye (BMS), and apply the result to two processes at the LHC: Discriminating high-p_t jets originating from decays of heavy electroweak bosons from the QCD background, and the survival probability of BFKL-initiated dijet rapidity gaps. As a byproduct, we find a hidden symmetry of the BMS equation which is a remnant of conformal symmetry.

16 pages, 20 figures, revtex4; version to appear in PRD

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Cited by in corpus (12)

• Resummation of non-global logarithms at finite $N_c$
• QCD resummation for hadronic final states
• Non-global Logarithms at 3 Loops, 4 Loops, 5 Loops and Beyond
• Forward Jets and Energy Flow in Hadronic Collisions
• Wigner, Husimi and GTMD distributions in the Color Glass Condensate
• Hemisphere jet mass distribution at finite $N_c$
• Non-Global Logarithms in Filtered Jet Algorithms
• Non-global logarithms in hadron collisions at $N_c=3$
• QCD Resummation in Hard Diffractive Dijet Production at the Electron-Ion Collider
• A QCD description of the ATLAS jet veto measurement
• Conformal symmetry and the Balitsky-Kovchegov equation
• Jets separated by a large pseudorapidity gap at the Tevatron and at the LHC