Prep: Intro to corrections and uncertainties
|
All CMS simulations must be corrected so that algorithm performance matches in data and simulation.
Efficiencies are measured in data using physics knowledge to isolate groups of common objects, such as Z boson tag-and-probe.
Efficiencies in simulation can also be measured using particle truth information.
Scale factors are ratios of efficiency in data to efficiency in simulation, and are applied using event weights.
All scale factor corrections carry either rate or shape uncertainties.
|
Demo: Muon corrections
|
|
Demo: Heavy flavor tagging
|
Tagging algorithms separate heavy flavor jets from jets produced by the hadronization of light quarks and gluons
Tagging algorithms produce a disriminator value for each jet that represents the likelihood that the jet came from a b hadron
Each tagging algorithm has recommended ‘working points’ (discriminator values) based on a misidentification probability for light-flavor jets
|
Demo: Jet corrections
|
Jet energy corrections are factorized and account for many mismeasurement effects
L1+L2+L3 should be applied to jets used for analyses, with residual corrections for data
Jet energy resolution in simulation is typically too narrow and is smeared using scale factors
Jet energy and resolution corrections are sources of systematic error and uncertainties should be evaluated
|
15 minute break
|
|
Advanced objects hands-on
|
|
Offline: Advanced object challenge
|
|
Solutions and questions
|
In general, the jet corrections are significant and lower the momenta of the jets with standard LHC pileup conditions.
For most jets, the JEC uncertainty dominates over the JER uncertainty.
In the endcap region of the detector, the JER uncertainty in larger and matches the JEC uncertainty.
|