\sqrt{s}_min: a global inclusive variable for determining the mass scale of new physics in events with missing energy at hadron colliders
Partha Konar, Kyoungchul Kong, Konstantin T. Matchev

TL;DR
The paper introduces xts_{min}, a new inclusive variable to estimate the mass scale of new particles in collider events with missing energy, providing a model-independent and accurate method.
Contribution
It defines xts_{min} as a simple formula related to measured energies and momenta, linking its distribution peak to the parent particle mass threshold, enabling model-independent mass determination.
Findings
xts_{min} correlates with the parent particle mass threshold.
Mass measurement accuracy is typically within a few percent.
Method remains effective despite initial state radiation effects.
Abstract
We propose a new global and fully inclusive variable \sqrt{s}_{min} for determining the mass scale of new particles in events with missing energy at hadron colliders. We define \sqrt{s}_{min} as the minimum center-of-mass parton level energy consistent with the measured values of the total calorimeter energy E and the total visible momentum \vec{P}. We prove that for an arbitrary event, \sqrt{s}_{min} is simply given by the formula \sqrt{s}_{min}=\sqrt{E^2-P_z^2}+\sqrt{\met^2+M_{inv}^2}, where M_{inv} is the total mass of all invisible particles produced in the event. We use t\bar{t} production and several supersymmetry examples to argue that the peak in the \sqrt{s}_{min} distribution is correlated with the mass threshold of the parent particles originally produced in the event. This conjecture allows a determination of the heavy superpartner mass scale (as a function of the LSP mass)…
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