| σttbar = 7.99 ± 0.55 (stat) ± 0.76 (syst) ± 0.46 (lumi) pb |
|---|
The data sample used in this analysis was collected with
an optimized multijet trigger.
The event cleanup selection requires significant MET in the event (METSigf ≥ 3 GeV1/2) and vetoes events with well identified electrons or muons.
Events passing prerequisites
and having at least 4 jets
are then used to train a Neural Network.
Since data events passing cleanup cuts have a negligible contamination from
top signal of about 3.5%, they are used as a representation of background
during the training process.
Pythia Monte Carlo events generated with a top quark mass of 172.5 GeV/c2
and passing prerequisites are used as a representation of top signal
during Neural Network training.
As inputs the Neural Network uses variables related to event and jets
energy and topology.
The result of the training is shown in the following plot:
|
| Output of the Neural Network training |
The analysis uses a data driven background prediction.
The main idea is that the probability for a jet to be identified as a b-jet is
different for the ttbar pairs (our signal) and for the concurring background processes.
This difference can be used to distinguish
the two components in the collected data.
The secondary vertex tagging probability
for background processes is calculated using data events
depleted of signal (i.e.
data events passing analysis prerequistes and having 3 jets, with
top contamination lower than 0.1%)
and parameterized as a function of the jet transverse energy,
jet number of tracks and the missing transverse energy projection along the jet direction.
|
|
|
| b-jet tagging rate as a function of Jet Et | b-jet tagging rate as a function of Jet number of tracks | b-jet tagging rate as a function of missing energy projection along the jet direction |
We can then apply the tagging rate parametrization in the form of a 3-dimensional matrix, and use it to estimate the number of positive tags in events with 3 and more jets. As a check of the method, we can compare the number of observed positive tags with the matrix predicted one as a function of the number of jets in the event and of the Neural Network output. The following plots show the number of observed and matrix predicted number of positive tagged jets along with the expected contribution coming from inclusive top signal normalized to our measured cross section of 7.99 pb.
The cut on the output of the Neural Network used to isolate top decays from the multijet background has been optimized by accounting for the expected positive tagged jets from Monte Carlo and the number of background tags provided by the matrix application to data. We scanned all cuts in the range 0.6-1.0 and by minimizing the expected relative statistical error on the cross section measurement we choose the cut for Neural Network output values grater than 0.8. The effect of the cut on the amount of observed and matrix predicted tags is shown in the figure along with the expected contribution from inclusive top signal, normalized to our measured cross section of 7.99 pb.
|
| Observed and matrix predicted number of positive tagged jets by jet multiplicity in the multijet data after cut on Neural Network output greater than 0.8 |
The summary of all the systematics sources of uncertainty is listed in the following table:
|
| Summary of systematic uncertainties |
The following table shows the sample composition after cut on Neural Network output greater than 0.8
|
| Sample composition after cut on Neural Network output greater than 0.8 |
The following plots show the observed and matrix predicted number of positive tagged jets by Neural Network output in the multijet data after prerequisites for events with 3 jets, 4 jets and 5 jets.
The following table shows the efficiency of the different prerequisites on multijet data and on Monte Carlo simulated inclusive top signal:
|
| Prerequisites cuts |
The following table shows the top contamination in data after prerequisites by event jet multiplicity:
|
| Top contamination after prerequisites |
The following table shows the input values for the cross section determination:
|
| Input values for the cross section measurement |
This measurement became a public CDF result on September 24, 2009.
Page last modified: Oct 6 2009