TL;DR
This paper numerically solves the BMS evolution equation to analyze energy flow away from jets at the LHC, applying it to distinguish jet origins and study dijet gap survival, revealing a hidden conformal symmetry.
Contribution
It introduces a numerical solution to the BMS equation for LHC jet energy flow and uncovers a hidden conformal symmetry in the process.
Findings
Effective discrimination of high-p_t jets from electroweak decays and QCD background.
Insights into the survival probability of BFKL-initiated dijet rapidity gaps.
Discovery of a hidden conformal symmetry in the BMS equation.
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.
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