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Bennett Magy 1. T Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

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Page 1: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

Bennett Magy

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Page 2: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

TWb @13 TeV

Background Samples:

• W + jets• Z + jets• Singletop

Signal Samples:• 700 GeV• 900 GeV• 1100 GeV

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Page 3: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

Neutrino Reconstruction

Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together

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Page 4: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

Reconstruction EquationsWith MET, MET Phi, lepton information and what we know about the W boson, reconstruct the undetected Neutrino.

Currently analyzing six different methods to handle the case where the neutrino solution(s) is/are complex.

Compare how their reconstructions compare with truth

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Page 5: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

Reconstruction Methods

“Real Only”:

“Colinear”:

“modColinear”:

“TMinuit”: Scale back with TMinuit. The goal is to minimize difference between reconstructed and standard .

“Rotation”: Rotate until the solution is real.

“scaleMET”: Scale back until the solution is real.

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Page 6: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

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Neutrino Pt Distribution

Resolution

RecoMea

nStd Dev

scaleMET 3.68 62.98

TMinuit 12.3

1 85.75

Page 7: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

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Neutrino Energy Distribution

Resolution

Reco MeanStd Dev

scaleMET

27.65

197.74

TMinuit

-10.2

1152.1

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Page 8: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

• TMinuit and scaleMET are the best reconstruction methods

• Neither clearly superior with respect to distance from truth

• Choose TMinuit since it is a faster method

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Conclusions

Page 9: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

Cut OptimizationHow do we choose our events?

Goal is to create “Signal Region”:• Signal: events

• Background: non- events that pass

selection.

• Make sure background doesn’t drown out

signal

Maximize Significance

Minimize Statistical Uncertainty

(Significance Eqn)

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Page 10: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

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8 TeV Cuts

Page 11: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

• “N-1” approach, perform all cuts except for the one being plotted

• Analyze significance curve

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Linear Method

Page 12: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

• Optimize several different cuts at once.

• Iterates through different levels of signal efficiency and measures significance.

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TMVA Method

Page 13: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

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Significance Plots--- CutsGA : --------------------------------------------------- CutsGA : Cut values for requested signal efficiency: 0.92--- CutsGA : Corresponding background efficiency : 0.132506--- CutsGA : Transformation applied to input variables : None--- CutsGA : --------------------------------------------------- CutsGA : Cut[ 0]: 0.0478034 < DeltaR_lepnu <= 3.03565--- CutsGA : Cut[ 1]: 698542 < HT <= 1.61862e+10--- CutsGA : Cut[ 2]: 55725.3 < bjet_pt[0] <= 1.64192e+06--- CutsGA : Cut[ 3]: 13795.2 < bjet_pt[1] <= 1.22079e+06--- CutsGA : ------------------------------------------------ 

900 GeV

--- CutsGA : --------------------------------------------------- CutsGA : Cut values for requested signal efficiency: 0.91--- CutsGA : Corresponding background efficiency : 0.219705--- CutsGA : Transformation applied to input variables : None--- CutsGA : --------------------------------------------------- CutsGA : Cut[ 0]: 0.0557273 < DeltaR_lepnu <= 3.06343--- CutsGA : Cut[ 1]: 626159 < HT <= 1.63625e+07--- CutsGA : Cut[ 2]: 34421 < bjet_pt[0] <= 1.44751e+06--- CutsGA : Cut[ 3]: 18377.4 < bjet_pt[1] <= 1.00036e+06--- CutsGA : ------------------------------------------------ 

700 GeV

Page 14: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

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Cut Results:

8 TeV Cuts HT Tightened

Σ=11.3Σ=10.1

Page 15: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

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Cut Results: TMVA Selection

8 TeV Cuts TMVA Cuts

Σ=15.5Σ=10.1

Page 16: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

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Cuts Comparison

TMVA CutsHT Tightened

Σ=15.5Σ=11.3

Page 17: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

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TMVA Selection on 700 GeV

TMVA Cuts8 TeV Cuts

Σ=8.5 Σ=30.7(!)

Page 18: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

ROOT ntuple json Matplotlib Plots

Now available at:

/afs/cern.ch/work/b/bmagy/public/PyDataMC

PyDataMC

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Page 19: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

Cultural Activities

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Page 20: Bennett Magy 1. T  Wb @13 TeV 2 Neutrinos can’t be detected by the ATLAS detector, but we can still piece them back together 3

Special Thanks

Thanks to Prof. Tom Schwarz, Dr. Allison McCarn, Daniel Marley, Prof. Jean Krisch, Dr. Steven Goldfarb, Prof. Homer Neal, and the Lounsbery Foundation!

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