Using Subsystem MT2 for Complete Mass Determinations in Decay Chains with Missing Energy at Hadron Colliders
Michael Burns, Kyoungchul Kong, Konstantin T. Matchev, Myeonghun Park

TL;DR
This paper introduces a generalized MT2 variable for mass measurements in decay chains with missing energy at hadron colliders, providing analytic formulas and methods for complete mass spectrum determination.
Contribution
It develops a new subsystem MT2(n,p,c) variable, derives its endpoint formulas, and demonstrates its effectiveness for fully determining particle masses in complex decay chains.
Findings
Derived analytic formulas for MT2 endpoint functions.
Proposed three MT2-based methods for mass determination.
Applied methods to Tevatron data for top quark and W boson masses.
Abstract
We propose to use the MT2 concept to measure the masses of all particles in SUSY-like events with two unobservable, identical particles. To this end we generalize the usual notion of MT2 and define a new MT2(n,p,c) variable, which can be applied to various subsystem topologies, as well as the full event topology. We derive analytic formulas for its endpoint MT2{max}(n,p,c) as a function of the unknown test mass Mc of the final particle in the subchain and the transverse momentum pT due to radiation from the initial state. We show that the endpoint functions MT2{max}(n,p,c)(Mc,pT) may exhibit three different types of kinks and discuss the origin of each type. We prove that the subsystem MT2(n,p,c) variables by themselves already yield a sufficient number of measurements for a complete determination of the mass spectrum (including the overall mass scale). As an illustration, we consider…
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