Monte Carlo tuning in the presence of Matching
B. Cooper, J. Katzy, M. L. Mangano, A. Messina, L. Mijovic, P. Skands
TL;DR
This work identifies and resolves a key inconsistency in ME-PS matched Monte Carlo predictions: mismatches in $\alpha_S$ and $\Lambda_{\mathrm{QCD}}$ across the matrix-element/shower boundary can produce nontrivial, counter-intuitive effects in high-$p_T$ observables. It proposes a straightforward prescription to enforce $\alpha_S$ consistency between AlpGen (ME) and Pythia 6 (PS), implements a new Perugia 2011 'matched' tune, and demonstrates its improved stability under scale variations. The authors validate the approach through detailed comparisons to vector-boson plus jets data from Tevatron and LHC and by examining jet shapes, showing good overall agreement and practical utility for precise multijet predictions. The work provides a principled framework for consistent ME-PS tuning and paves the way for more reliable future analyses at the LHC and beyond.
Abstract
We consider the impact of varying alpha_s choices (and scales) on each side of the so-called "matching scale" in MLM-matched matrix-element + parton-shower predictions of collider observables. We explain how inconsistent prescriptions can lead to counter-intuitive results and present a few explicit examples, focusing mostly on W/Z + jets processes. We give a specific prescription for how to improve the consistency of the matching and also address how to perform consistent tune variations (e.g., of the renormalization scale) around a central choice. Comparisons to several collider processes are included to illustrate the properties of the resulting improved matching, relying on Alpgen+Pythia6, with the latter using the so-called Perugia 2011 tunes, developed as part of this effort.
