Top pair resonance searches with the ATLAS detector
钟家杭
University of Oxford
Jiahang.Zhong@cern.ch
Frontier Physics Working Month
Outline
Background information
Top reconstruction
Top pair resonance searches
Boosted tops
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Top quark
Lifetime ~ 5x10 -25 s
Decay before hadronization
Almost exclusively via t -> W + b
Spin=1/2, charge=2/3
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The heaviest known quark
m(t)=173.2±0.9 GeV (Tevatron) jiahang.zhong@cern.ch
e
11%
μ
11%
τ
11% hadron
67%
31 Aug 2012
The energy frontier at TeV
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Beyond the Standard Model
Two benchmark BSM models used in experiments
Z’ in a leptophobic topcolor model
Proxy to narrow resonance: Γ/m=1.2%
Kaluza-Klein gluon (KKG) in Randall-Sundrum extra dimension models
Proxy to broad resonance: Γ/m=15.3% KKG branching ratio
Phys. Rev. D 77 (2008) 015003
Generic search, applicable to other BSM models
Spin-0 Lee-Wick Higgs
Spin-2 KK graviton
…
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The ATLAS detector
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Leptons in ATLAS
Only prompt leptons are considered signal
Electron:
Energy cluster of high EM fraction, matching to a track
Muons:
Combined tracking in both Inner Tracker and Muon Chambers
Fixed-cone isolation to suppress QCD contribution
Mostly real leptons from heavy-flavor quark
Both calo-based and track-based
Hadronic tau channel not included
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Jets in ATLAS
Sequential clustering algorithms : Kt, C/A, anti-Kt
AntiKt as the mainstream jet algorithm
R=0.4 as the standard jet
R=1.0 known as the fat jet (boosted hadronic top jet)
C/A algorithm with R=1.5 used for HEPTopTagger
B-tagging
For antiKt4 jets
Using tracks associated with the jet
Secondary vertices
Impact parameter
Multivariate algorithms, 70% efficiency
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Leptonic top reconstruction
t -> W + b -> l+v+b
One Lepton
High missing transverse energy (MET)
High transverse mass MT between lepton and MET (due to W mass) m
T
2 p
T l
E
T miss
( 1
cos
)
One b-tagged antiKt4 jet.
Neutrino reconstruction
Assuming MET fully from neutrino, solve p z
(v) using W-mass
Under-constrained in di-lepton channel
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Hadronic top reconstruction
t -> W + b -> q+q+b
Resolved:
3 antiKt4 jets
2 antiKt4 jets, if one has high mass.
Boosted:
One energetic antiKt10 jet with substructure cuts
One energetic C/A1.5 jet using HEPTopTagger
Discrimination against QCD
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R ~ m / p
31 Aug 2012
Hadronic top reconstruction
Jet substructure
Jet mass> 100 GeV
𝑚 2 = ( 𝐸 𝑖
)
2
−( 𝑝 𝑖
)
2
First splitting scale 𝑑
12
>40 GeV
Re-clustering jet constitutes with Kt algorithm.
The splitting scale of the last step.
𝑑 𝑖𝑗
=min(p
Ti
, P
Tj
) x ΔR ij m t m t
/2
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Top pair resonance search
Select ttbar-like events
Di-lepton
1 lepton + 4(3) jets (resolved)
1 lepton + 1 jet + 1 fat jet (boosted)
Fully hadronic (HEPTopTagger)
2 fb -1 , EPJC72 (2012) 2083
2 fb -1 , arXiv:1207.2409
5 fb -1 , ATLAS-CONF-2012-102
Reconstruct 𝑀 𝑡 𝑡 or equivalent
Look for peaks in 𝑀 𝑡 𝑡 spectrum
τ (had)
14%
Di-lepton
6%
Fully hadronic
46%
1-lepton
(e, µ)
34%
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Single Lepton Boosted ttbar
Single lepton trigger
Exactly one offline lepton
Electron p
T
> 25 GeV
Muon p
T
> 20 GeV
E
T miss >35GeV, M
T
>25GeV
Solve neutrino p z mass constraint with W
Closest antiKt4 jet as from the leptonic top
p
T
> 30 GeV
0.4 < ΔR(lepton, jet) <1.5
One antiKt10 fat jet
p
T
> 250 GeV m > 100 GeV
𝑑
12
> 40 GeV dR(akt4, akt10)>1.5
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Signal selection efficiency jiahang.zhong@cern.ch
31 Aug 2012
Single Lepton Boosted ttbar
M=2.5 TeV
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Single Lepton Boosted ttbar
tt= l + v + akt4 + akt10 (4-vector sum)
Leptonic top mass
(l + v + akt4)
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Hadronic top mass
(fat jet) jiahang.zhong@cern.ch
31 Aug 2012
Single Lepton Boosted ttbar
W+jets background
Data-driven normalization
Multijets
Fully data-driven
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Can be further improved by b-tagging jiahang.zhong@cern.ch
31 Aug 2012
Single Lepton Boosted ttbar
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Single Lepton Boosted ttbar
Search for local data excess with BumpHunter
Set 95% CL upper limits on xsec
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Replace the theoretical line with your favorite model jiahang.zhong@cern.ch
31 Aug 2012
Top pair resonance search
Di-lepton
One-lepton
(Resolved)
One-lepton
(Boosted)
Fully hadronic
Integrated luminosity
2 fb -1 2 fb -1 2 fb -1 4.7 fb -1
Z’ limits 0.5 – 0.88 TeV 0.6 – 1.15 TeV 0.7 – 1.3 TeV
KKG limits 0.5 – 1.08 TeV 0.5 – 1.13 TeV 0.6 – 1.5 TeV 0.7 – 1.5 TeV
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More results are coming… jiahang.zhong@cern.ch
31 Aug 2012
Boosted Top
New challenge: TeV frontier
Top decay products are more collimated
ΔR ~ m/P
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Boosted Top: Leptonic
Lepton collinear with the b-quark
Signal acceptance suffers from the fixed-cone isolation cuts
Signal selection efficiency
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Boosted Top: Leptonic
Mini-isolation
JHEP 1103:059 (2011)
Variable-cone size ΔR=K
T
/p
T
Parameter K
T
, e.g. 15 GeV
Lepton p
T
(easier than top p
T
)
Sum up tracks pt within the cone
Sufficient angular resolution
Fixed-cone isolation
Isolation cut
Boost, dR=m top
/E top b-jet lepton
Mini-isolation
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Boosted Top: Hadronic
Three jets tend to overlap.
Use single jet with large radius
Need rejection against QCD
=> Substructure variable
Need to get rid of soft component from underlying event and pileup
=> Jet Grooming
Not limited to top decay
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Boosted Top: Jet grooming
Algorithms to reduce soft components from UE and PU
Jet kinematics more close to the constituents of hard scattering
Better resolution/discrimination of the substructure variables
I.
II.
III.
Mass drop/filtering
Trimming
Pruning
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Boosted Top: Jet grooming
Mass drop/filtering
Works on C/A jet
Phys.Rev.Lett.100:242001 (2008)
(J. Butterworth, A. Davidson, M. Rubin, G. Salam)
More optimized for two-body hadronic decay
W/Z -> qq, H -> bb
Mass drop
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Filtering
31 Aug 2012
Boosted Top: Jet grooming
Trimming
JHEP 1002:084 (2010)
(D. Krohn, J. Thaler, L. Wang)
Use jet constituents to build Kt subjets (e.g. R=0.2)
Remove soft subjets
Applicable to any jet, any physics scenario
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Boosted Top: Jet grooming
Pruning
arXiv:0912.0033 (2009)
(S. Ellis, C. Vermilion, J. Walsh)
Recluster jet constituents with C/A or Kt algorithm
(no need of subjets)
Veto wide angle and soft constituents during jet formation
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Boosted Top: Jet grooming
Reduce unnecessary catchment area
27 antiKt R=1.0 (ungroomed) antiKt R=1.0 (trimmed) jiahang.zhong@cern.ch
31 Aug 2012
Boosted Top: Substructure
Jet mass are more discriminating after trimming
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Boosted Top: Substructure
Splitting scale
Re-clustering jet constitutes with Kt algorithm.
The splitting scale of the last step. 𝑑 𝑖𝑗
=min(p
Ti
, P
Tj
) x ΔR ij 𝑑
12
≈ 𝑚 𝑡𝑜𝑝
/2 𝑑
23
≈ 𝑚 𝑊 /2
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Boosted Top: Substructure
N-subjettiness ( τ
N
)
Re-clustering with Kt algorithm until exactly N subjets are formed
Smaller τ
N+1
/τ
N
=> Structure described better with additional sujet
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Boosted Top: HEPTopTagger
A multi-step algorithm starting from a large-R
C/A jet
Grooming: filter out soft component
Form up subjets
Impose Top and W mass constraints
JHEP 1010:078 (2010)
ATLAS-CONF-2012-065
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Summary
ttbar resonance are searched in all channels at ATLAS
Unfortunately, we don’t have the luck yet…
Systematics still have large impact on the sensitivity
Uncertainty of performance at high pt
Understanding realistic performance of new techniques
Rooms to improve…
New techniques for new challenges
Boosted top/object
Increased luminosity
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