Abstract

Measuring the polarization fractions of the $W^+W^-$ scattering reveals the interactions of the Higgs boson as well as new neutral states that are related to the standard model electroweak symmetry breaking. The dileptonic channel has a relatively lower background rate, but the kinematics of its final states can not be fully reconstructed due to the presence of two neutrinos. We propose neural networks to establish maps between the distributions of measurable quantities and the distributions of the lepton angles in $W$ boson rest frames. New physics contributions and collision energy can largely affect the kinematic properties of the $W^+W^-$ scattering beside the lepton angles. To make the network in ignorance of that information, the loss function is modified in two different ways. We show that the networks are promising in reproducing the lepton angle distributions, and the precision of the fitted polarization fractions obtained from network predictions is comparable to that obtained with the truth lepton angle. Although the best-fit values of polarization fractions do not change much after including the background uncertainty, the precisions is substantially reduced. Our trained models are available at GitHub.

Highlights

  • Vector boson scattering (VBS) [1,2,3,4] represents a sensitive probe to any new physics that is interacting with the electroweak sector of the Standard Model (SM)

  • As for the correlation between the truth lepton angles and the predicted ones, we find it is much increased in TRAMI, adding the ρXY reduces the value by a small amount

  • We propose networks composed of a transformer network and conditional generative adversarial network (CGAN) to predict the distributions of the angles between the charged leptons in the gauge boson rest frames and the gauge boson directions of motion for the dileptonic channel of WþW− scattering so that the polarization fractions of the WþW− final state can be obtained from fitting the predicted lepton angle distribution to the given templates

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Summary

INTRODUCTION

Vector boson scattering (VBS) [1,2,3,4] represents a sensitive probe to any new physics that is interacting with the electroweak sector of the Standard Model (SM). Taking the final-state momenta as input, the network is able to either regress the lepton angle in the gauge boson rest frame [21,22] or classify events from different polarizations [23,24]. We study the polarization measurement for the dileptonic WþW− channel, as it has a large production cross section at the LHC and is relevant to the neutral scalar bosons. There have been attempts to use a neural network to regress two lepton angles in the gauge boson rest frames [21,22] for the same-sign WÆWÆ scattering.

Definitions of loss functions and the network
Event simulation and network training
Templates and fitting procedure
TEST ON THE DIFFERENT MODELS AT 13 TeV
SUBTRACTING THE BACKGROUNDS
Findings
CONCLUSION
Full Text
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