Efficiency versus a variable with confidence intervals¶
rf.efficiency fills the entries passing selection (all here) and those also
passing passed with one binning, and draws their ratio with the interval ROOT's
TEfficiency gives: Clopper-Pearson for unweighted entries, the normal approximation for
weighted ones like these, which has no width at 100 % (two Z + jets bins);
interval="wilson-effective" keeps one. The muon identification efficiency versus transverse
momentum, for two samples; panel="ratio" draws the efficiency ratio of the second to
the first below, with the intervals propagated asymmetrically (a scale factor when data
is compared with simulation).

import rootfig as rf
style = rf.Style()
rf.efficiency(
[signal, zjets], pt, passed="Muon_isTight", ylim=(0.5, None), panel="ratio", style=style
)

import rootfig as rf
style = rf.Style(experiment="ATLAS", status="Internal", lumi=140, com=13.6)
rf.efficiency(
[signal, zjets], pt, passed="Muon_isTight", ylim=(0.5, None), panel="ratio", style=style
)

import rootfig as rf
style = rf.Style(experiment="CMS", status="Preliminary", lumi=138, com=13.6)
rf.efficiency(
[signal, zjets], pt, passed="Muon_isTight", ylim=(0.5, None), panel="ratio", style=style
)

import rootfig as rf
style = rf.Style(experiment="LHCb", status="Preliminary", lumi=9, com=13.6)
rf.efficiency(
[signal, zjets], pt, passed="Muon_isTight", ylim=(0.5, None), panel="ratio", style=style
)

import rootfig as rf
style = rf.Style(experiment="ALICE", status="Preliminary")
rf.efficiency(
[signal, zjets], pt, passed="Muon_isTight", ylim=(0.5, None), panel="ratio", style=style
)

import rootfig as rf
style = rf.Style(experiment="DUNE", status="Preliminary")
rf.efficiency(
[signal, zjets], pt, passed="Muon_isTight", ylim=(0.5, None), panel="ratio", style=style
)
Setup
The code reads the toy dataset. In a checkout of rootfig, python examples/gallery writes it to examples/out/ in a few seconds; run the code inside that directory.
It uses these samples and variables, shared by the gallery examples (see Samples, variables, cuts and styles):
signal = rf.Sample("signal.root", tree="events", label="Signal", weight="weight", scale=0.03)
zjets = rf.Sample("background.root", tree="events", label="Z + jets", weight="weight")
diboson = rf.Sample("diboson.root", tree="events", label="Diboson", weight="weight", scale=0.15)
data = rf.Sample("data.root", tree="events", label="Data", is_data=True)
mc = [zjets, diboson, signal] # stacked bottom to top
pt = rf.Variable("Muon_pt", bins=(30, 0, 300), label=r"$p_T^{\mu}$", unit="GeV")
mll = rf.Variable("m_ll", bins=(70, 50, 260), label=r"$m_{\ell\ell}$", unit="GeV")
met = rf.Variable("MET", bins=(40, 0, 400), label=r"$E_T^{miss}$", unit="GeV")