How well can we guess theoretical uncertainties?
arXiv:1307.1843 · doi:10.1016/j.physletb.2013.08.025
Abstract
The problem of estimating the effect of missing higher orders in perturbation theory is analyzed with emphasis in the application to Higgs production in gluon-gluon fusion. Well-known mathematical methods for an approximated completion of the perturbative series are applied with the goal to not truncate the series, but complete it in a well-defined way, so as to increase the accuracy - if not the precision - of theoretical predictions. The uncertainty arising from the use of the completion procedure is discussed and a recipe for constructing a corresponding probability distribution function is proposed.
References in corpus (2)
Cited by in corpus (23)
- The Structure of the Proton in the LHC Precision Era
- 50 Years of Quantum Chromodynamics
- Dynamical scales for multi-TeV top-pair production at the LHC
- Approximate N^3LO Higgs-boson production cross section using physical-kernel constraints
- On the Higgs cross section at NLO+NLL and its uncertainty
- Higgs Boson Production and Decay: Dalitz Sector
- Higgs CAT
- An extensive survey of the estimation of uncertainties from missing higher orders in perturbative calculations
- Parton Shower Uncertainties with Herwig 7: Benchmarks at Leading Order
- Do we need NLO Parton Distributions?
- Probabilistic definition of the perturbative theoretical uncertainty from missing higher orders
- On the Consistent Use of Scale Variations in PDF Fits and Predictions
- Decoupling Theoretical Uncertainties from Measurements of the Higgs Boson
- A methodology for theory uncertainties in the SMEFT
- Parton distributions with scale uncertainties: a MonteCarlo sampling approach
- Peaks and cusps: anomalous thresholds and LHC physics
- Next-to-leading order evolution of structure functions without PDFs
- The HiggsTools Handbook: Concepts and observables for deciphering the Nature of the Higgs Sector
- An analysis of Bayesian estimates for missing higher orders in perturbative calculations
- A new determination of higher-order QCD corrections to hadronic decays
- Estimation of uncertainties from missing higher orders in perturbative calculations
- Exploring the substructure of nucleons and nuclei with machine learning
- A Precise Determination of from the Heavy Jet Mass Distribution