Direct and Indirect Searches of New Physics in Multi ... fileC.Maiani 28.02.2014 séminaire LPNHE Je...
Transcript of Direct and Indirect Searches of New Physics in Multi ... fileC.Maiani 28.02.2014 séminaire LPNHE Je...
Direct and Indirect Searches of New Physics in Multi-Bosons Final States at ATLAS
Camilla MaianiCEA Saclay
28.02.2014
séminaire LPNHE
C.Maiani 28.02.2014 séminaire LPNHE
Je Me Présente
★ Master thesis at Rome University “La Sapienza”
‣ title: Development of the muon isolation algorithm at ATLAS
‣ supervisors: prof. Carlo Dionisi, prof. Stefano Giagu
★ Ph.D. thesis at Rome University “La Sapienza”
‣ title: J/ψ→µ+µ- cross-section and B-lifetime determination at ATLAS
‣ supervisors: prof. Carlo Dionisi, prof. Stefano Giagu, doct. Marco Rescigno
★ Post-Doctorate at CEA Saclay within Samira Hassani’s ERC-DIBOSON project
‣ project goal: diboson production for SM measurements and new physics searches
at ATLAS
Oct 2008 - Jan 2012
2
Jan 2008 - July 2008
Feb 2012 - Feb 2014/2016
C.Maiani 28.02.2014 séminaire LPNHE
★ Indirect new physics searches using diboson production at ATLAS‣ cross-section and Triple Gauge Coupling (TGC) measurement in Wγ‣ first anomalous Quartic Gauge Couplings (QGC) measurement in
Wγγ★ Direct new physics searches using diboson production at ATLAS
‣ model independent searches for new resonances decaying to Wγ★ Other ways: using the Higgs-candidate as a probe at ATLAS
‣ spin-parity measurement in the H→ZZ(*)→4ℓ decay channel
Presentation Outline
3
Introducing Triple Gauge Couplings (TGC)
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Triple gauge couplings are a direct consequence of the SU(2) x U(1) structure of the electroweak sector
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
Defining an effective Lagrangian:
ρT
γγ
W
New physics could:→ modify allowed triple gauge couplings → introduce new ones...
Measurement of TGCs → study of di-boson production: high stat, clean measurements → gives access to new physics in the high energy range
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TGC Sensitivity to New Physics
5
How do new physics processes relate to aTGCs?→parameters
measurable in Wγ(→ Z’, W’)
WZ analysis
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
WZ analysis
★ Analyzing ATLAS 2011 dataset★ Signal:
‣ Wγ → ℓνγ★ Backgrounds estimated from data
‣ W+jets, γ+jets★ Other backgrounds (from MC)
‣ Drell-Yan, WW/WZ/ZZ, top
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Wγ Analysis Overview
6
→ ABCD method
★ Main systematic uncertainties‣ luminosity ~3.9%‣ photon identification ~6%‣ jet energy scale ~2-3%‣ EM scale and resolution ~1.5-3%‣ will improve with more stats!
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
aTGC extraction: pT(γ) > 100 GeV, Njet = 0
ex-fid cross-section measurement [pb]Njet ≥ 0: 2.77 ± 0.03 (stat.) ± 0.33 (syst.) ± 0.14 (lumi.)
Njet ≥ 0 (MCFM): 1.96 ± 0.17
Njet = 0: 1.76 ± 0.03 (stat.) ± 0.21 (syst.) ± 0.08 (lumi.)
Njet = 0 (MCFM): 1.39 ± 0.13
The likelihood function is a Poissonian depending on Nobs and Nexp:
TGC likelihood functions can have more than one minimum
Limits extraction๏ using negative log-likelihood ratio๏ applying frequentist procedure to look for 95% CLs interval
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Limits Extraction
7
→ Maximizing the likelihood is not enough!
nobs < nexp
0 Δkγ
nobs > nexp
0 Δkγ
(1-p
)
(1-p
)
0.950.95
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
→ developed a tool used in other SM EW analyses
N
i
s
(�tot
W�
, {xk
}) = �
tot
W�
· A · C ·Z
L(t)dt · (1 +nX
k=1
x
k
S
i
k
)
(p0 + p1 ⇤ �� + p2 ⇤ �� +p3 ⇤ �2� + p4 ⇤ �� ⇤ ��+p5 ⇤ �2
�) · A · CSM cross-sec
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Wγ Observed TGC Limits
8
compatible with
SM predictions
1D limits correlation
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
★ My role:‣ Wγ background data driven estimates‣ W/Zγ cross-section extraction‣ W/Zγ TGC limits setting→ publications: Phys. Rev. D 87, 11 (2013)→ one conference talk
★ All channels studied with 2011 data @ 7 TeV
‣ no deviations found wrt the Standard Model
★ Sensitivity is still low!
‣ the channel with highest statistics Wγ gives Δκγ < 0.4 and λγ < 0.05
‣ the “interesting” range is a factor 10 away
★ Improvements expected soon
‣ first results on quartic Gauge couplings!
‣ analyzing full 2012 data sample
‣ combining channels sensitive to the same couplings
★ Need to run at 13 TeV (→ higher sensitivity) and 100 fb-1 to probe
the interesting region
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Perspectives on aTGC and aQGC Measurements
9
→ Δκγ ~ 0.01 and λγ ~ 0.001
→ 20.3 fb-1 @ 8 TeV
→ 4.7 fb-1 @ 7 TeV
→ 2 to 3 years of data taking
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
→ I am contact editor of Wγγ analysis
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★ Goal: perform model-independent searches for new resonances decaying to W(ℓν)γ or Z(ℓ)γ final states
Direct, Model Independent Searches
10
★ Strategy:‣ Study background composition in “SM” dominated region‣ Perform signal+background fit on mT(Wγ) for different signal massese‣ Extract exclusion/discovery limits by using ATLAS frequentist approach
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
★ My role:‣ Main author of Wγ analysis: from background estimates to statistical treatment‣ Editor of the publication (PLB in preparation)
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Background Composition
11
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
Checking data-MC agreement, mT(Wγ) is blind
ATLAS Work-in-Progress
ATLAS Work-in-Progress
ATLAS Work-in-Progress
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Mass Modelling for Signal Extraction
12
Performing unbinned extended maximum likelihood mass fit
Signal pdf: Gaussian + Crystal Ball (CB)
Background pdf: ๏ baseline: sum of two exponentials
L =
Y
categories
Pois(Nsig
+ Nbkg
)·Y
events
fsig · PDFsig(mT (W�)) + (1� fsig) · PDFbkg(mT (W�))
empirical
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
Wγ signal pdf: ๏ empirical model optimized on benchmark MC samples๏ extrapolation for masses in between๏ very different resolutions at low and high mass and between decay channels
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Signal Modelling Overview
13
µνγeνγ
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
ATLASWork-in-Progress
ATLASWork-in-Progress
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Background Modelling Overview
14
Wγ background pdf: ๏ using background expectations (from MC and data driven estimates) to optimize the background shape
NB: the parameters used in the final limits extraction will be those taken from a direct fit on data
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
ATLASWork-in-Progress
ATLASWork-in-Progress
★ Main systematics:‣ normalization: luminosity, γ ID, γ isolation‣ shape: small uncertainty on resolution
★ Final steps of the analysis on-going:‣ unblinding of 2012 data
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Expected Limits @ 8 TeV
15
]2) [GeV/cγ(WTm200 400 600 800 1000 1200 1400 1600
) @ 9
5% C
Lγ)
ν W
(l→
BR
(X×
ext/,
fidσ
-210
-110
1
10γ) ν W(l→ Ta
Expectedσ 1 ±Expected σ 2 ±Expected
InternalATLAS
= 8 TeVs, -1Ldt = 20.3 fb∫γνl
→ expected next week
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
]2) [GeV/cγ(WTm200 400 600 800 1000 1200 1400 1600
) @ 9
5% C
Lγ)
ν W
(l→
BR
(X×
ext/,
fidσ
-210
-110
1
10Signal injection @700 GeV
γ) ν W(l→ Ta
Expected
σ 1 ±Expected
σ 2 ±Expected
InternalATLAS
= 8 TeVs, -1Ldt = 20.3 fb∫γνl
expected for background only hypothesis signal injection at mT(Wγ) = 700 GeV
2011 exclusion~ 700 GeV
★ My role:‣ development of the MELA framework on H→ZZ(*)→4ℓ‣ understanding of detector acceptance and selection effects‣ contribution to systematic uncertainties estimate‣ extraction of signal/background hypotheses separations‣ editor of the spin-parity part of ATLAS-CONF-2013-013
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Higgs-Candidate as a Probe to Look for New Physics
16
The discovery of a new Higgs-like particle opens a number of measurements★ significance, mass and couplings★ spin-parity
These allow to test the new particle → is it a SM Higgs? Is it new physics (composite Higgs)? Does it point to new physics (CP violation terms, supersymmetric partners)?
in summer 2012 a new Higgs-like particle is found
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
→ publications: ATLAS-CONF-2012-169, ATLAS-CONF-2013-013, Phys. Lett. B 726, 1–3 (2013)
→ one talk at LHC France
H→ZZ(*)→4ℓ is very clean, and the full decay kinematic is measured
Defining a 1D discriminant from all the observables sensitive to JP:
In MELA approach: m1, m2, cosθ*, ϕ1, cosθ1, cosθ2, ϕ
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mZ*H→ZZ(*)
mZ*H→ZZ(*)
Observables and Separation Power
17
http://arxiv.org/pdf/1208.4018v1.pdf
production and decay angles definition
red: 0+
blu: 0+hgreen: 0-h
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
→ using full theoretical description of signal final states
→ including corrections for detector/selection effects
→ excluding 0-, 1+, 1- at > 95% CL→ data prefers the SM Higgs hypothesis
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Separations in H→ZZ(*)→4ℓ
18
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
obs log(L(H0)/L(H1))
p-value assuming H0
JP-MELA discriminant:
Test one hypothesis (H0) against another one (H1)
★ assuming that the spin-parity is 0+
★ testing against non-SM hypotheses: 0-, 1±, 2m±
★ spin-2: varying ggF/qq̅ production fraction
P(H0)
P(H0) + P(H1)JP-MELA =
0+ vs 0-
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Study of Spin-2 Admixtures
19
★ for spin-2: gluon-gluon fusion, qq̅ production mechanisms or an
admixture of the two are allowed★ testing different spin-2 production mechanisms, fqq̅ = 0, 25, 50, 75, 100%
combining with γγ and WW excluding graviton-inspired spin-2+ model at 99.9%
JP-MELA
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
[%]qqf
0 25 50 75 100
)) 1)/L
(H0
log(L(
H
-10
0
10
20
30
40 ATLAS Preliminary
4l→ ZZ* →H -1Ldt = 4.6 fb∫ = 7 TeV: s
-1Ldt = 20.7 fb∫ = 8 TeV: s
γγ →H -1Ldt = 20.7 fb∫ = 8 TeV: s
νeνµ/νµν e→ WW* →H -1Ldt = 20.7 fb∫ = 8 TeV: s
Data
Signal hypothesis
+ = 00H
PJ
+ = 21H
PJ
Spin 0
σ1
σ2
[from ATLAS-CONF-2013-040]
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Conclusions and Plans
20
All these results (plus the huge work done on SUSY, exotics, SM precision
measurements) indicate that the Standard Model stands his ground★ no indications of new physics★ extraordinary result: discovery of new Higgs-like particle!
There are open issues still★ dark matter: new matter? new force?★ naturalness and fine tuning problems → new physics at the TeV scale
My plans for the near future★ pursue searches for new physics in preparation of the 13 TeV data★ participate to the ATLAS trigger upgrade: plan to join the Saclay effort on the
New Small Wheels in the spring
we just reached the TeV scale, but haven’t quite explored it yet
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Backup Slides
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Research Activities
★ Muon isolation trigger algorithm studies at ATLAS‣ isolation algorithm design and commissioning
★ J/ψ→µµ studies in p-p and lead-lead collisions‣ J/ψ→µµ first observation and non-prompt to prompt production separation
‣ B average lifetime measurement in inclusive B→J/ψ X→µµ X decays
‣ first J/ψ→µµ studies in lead-lead collisions
★ Wγ cross-section measurement and aTGC limits extraction‣ Wγ signal extraction
‣ W/Zγ cross-section measurement
‣ anomalous Triple Gauge Coupling limits extraction in W/Zγ★ First Higgs spin parity measurement at ATLAS
‣ H→ZZ(*)→4ℓ
★ Current activities and plans
2008
2010
2012
first LHC collisions!
Higgs boson discovery
2013 22
Master thesis
Ph.D.
Post.Doc.
Aug2012
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Wγ 2011
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List of (a)TGC Parameters per Diboson Channel
24
coupling parameters channel
WWγ λγ, Δκγ WW, Wγ
WWZ λZ, ΔκZ, Δg1Z WW, WZ
ZZγ h3Z, h4Z Zγ
Zγγ h3γ, h4γ Zγ
ZγZ f40Z, f50Z ZZ
ZZZ f40γ, f50γ ZZ
SM allowed
SM forbidden
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Form Factors in aTGC Measurements
25
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Current Studies on Form Factors (ZZ)
26
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W/Zγ Cross-Section Measurement
27
★ using a maximum likelihood fit to extract the total cross-section of W/Zγ production processes
number of expected signal and background events..
free parameter
N
i
s
(�tot
W/Z�
, {xk
}) = �
tot
W/Z�
· A · C ·Z
L(t)dt · (1 +nX
k=1
x
k
S
i
k
) N
ib({xk}) = N
ib(1 +
nX
k=1
xkB
ik)
The probability that the number of expected signal and background events gives the number of events observed Niobs is regulated by a Poissonian function:
gaussian term to constrain the xk nuisance parameters
�ln[L(�, {xk
})] =2X
i=1
�ln
⇣e
�N
i
exp
(�tot
W/Z�
,{x
k
}) · N i
exp
(�tot
W/Z�
, {xk
})N
i
obs
(N i
obs
)!
⌘+
X
k
x
2k
2
sum on the muonic/electronic channels
★ fit allows to take into account all correlations between systematic uncertainties
when combining channels
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Jet Multiplicity in Wγ
28
→ more jets at higher photon ET
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aTGC Effective Lagrangian
29
LHC has opened new era of Quartic Gauge Coupling (QGC) measurements:๏ Vector Boson Scattering of particular interest → confirm unitarization๏ search for new resonances in the multi-TeV range
Wγγ paper in preparation:๏ fiducial Wγγ production cross-section๏ first QGC limits at ATLAS
QGC extraction: ๏ same techniques as for TGCs
QGC
...many other vertices
Work-in-Progress
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First Look at Quartic Gauge Couplings: Wγγ
30
→ 20.3 fb-1 @ 8 TeV
★ Indirect searches★ Direct searches★ Other ways: using the Higgs
★ My role:‣ contact person of the analysis and editor of the publication‣ responsible for the cross-section measurement
→ publication on PLB forseen before March 2014
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Wγ Resonances 2012
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Mass Fit @ 200 GeV
Transverse Mass (GeV)ail120 140 160 180 200 220 240 260
Even
ts /
( 0.7
5 G
eV )
0
20
40
60
80
100
Transverse Mass"aiA RooPlot of "l Transverse Mass"aiA RooPlot of "l
Transverse Mass (GeV)ail100 120 140 160 180 200 220 240 260
Even
ts /
( 0.8
GeV
)
0
10
20
30
40
50
60
70
80
Transverse Mass"aiA RooPlot of "l Transverse Mass"aiA RooPlot of "lµνγ eνγ
X2/NDoF = 259.235/141 = 1.83855
X2/NDoF = 111.546/94 = 1.18666
32
C.Maiani 28.02.2014 séminaire LPNHE
Mass Fit @ 1.6 TeV
Transverse Mass (GeV)ail1000 1200 1400 1600 1800 2000
Even
ts /
( 5.7
5 G
eV )
0
50
100
150
200
Transverse Mass"aiA RooPlot of "l Transverse Mass"aiA RooPlot of "l
Transverse Mass (GeV)ail1000 1100 1200 1300 1400 1500 1600 1700
Even
ts /
( 3.9
5 G
eV )
0
50
100
150
200
250
Transverse Mass"aiA RooPlot of "l Transverse Mass"aiA RooPlot of "lµνγ eνγ
X2/NDoF = 216.273/154 = 1.40437
X2/NDoF = 200.218/134 = 1.49416
CB+Gauss
33
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Spurious Signal Study 2
34
methodology
Compare the spurious signal yield to the background yield uncertainty★ bumps correspond to places where the background model doesn’t
describe perfectly the expected shape (→ Asimov dataset)
µνγ channel Asimovhyperbola
boundary effect
pdf overshoots data
pdf overshoots data
data overshoots pdf
data overshoots pdf
first point[broad signal peak!]
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Systematic Uncertainties on Signal Normalization
35
All systematic uncertainties related to reconstruction effects that affect the signal normalization have been estimated
[trigger systematic missing in Wγ]
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H→ZZ Spin-Parity
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Higgs Boson Production and Decays
37
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* “Production” angles:θ* of the first boson
* “Decay” angles:Φ is the angle between the two bosons decay planes in the Higgs rest frame
Φ1 is the angle between the first boson decay plane and the Higgs direction in the Higgs rest frame
θ1 and θ2 of the negative leptons in the corresponding boson rest frame
Angles Definitions
38
m1, m2, cosθ*, ϕ1, cosθ1, cosθ2, ϕ
production and decay angles definition in
H→ZZ(*)→4ℓ
The H→V1V2 process is fully characterized by the three masses involved and 5 of the 6 production/decay angles:
C.Maiani 28.02.2014 séminaire LPNHE
Higgs Spin-Parity: Analyses Method Outline
39
define a 1D discriminant which allows to separate between spin-parity hypotheses★ using masses, angles★ taking into account the detector/selection effects
(always) test one hypothesis (H0) against another one (H1)★ assuming that the spin-parity is 0+
★ testing against non-SM hypotheses: 0-, 1±, 2m±
★ spin-2: variating ggF/qq̅ production fraction using log-likelihood ratio to extract separations:
test for generic spin-2 impossible→graviton-like tensor with minimal couplings model
q = log
L(H0)
L(H1)
obs log(L(H0)/L(H1))
★ generating pseudo-experiments → qexp distribution
→ extracting p-values→ 1-CLs(H1) = 1- p(H1)/(1-p(H0))
p-value assuming H0
likelihood depending from µ and ε:
ε=0 → L(H0)ε=1 → L(H1)
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PDF(m1, m2, cosθ*, φ1, cosθ1, cosθ2, Φ | m4l ) x P(m4l)∝H→ZZ(*)→4ℓ
40
J=0, ≥2f(fz1,fz2, cosθ*)
+ interference terms (for J≥2)
J=1, ≥2
J≥2
9 complex amplitudes (most
general case)
J=0 only 3 amplitudes → 4
independent parameters describe
the most general hZZ structure
Amplitudes = F(m1,m2, couplings, ΛNP)
http://prd.aps.org/pdf/PRD/v81/i7/e075022
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Model: p.d.f.’s from the paper
41
J=0 J=1 J=2 ZZ*
cosθ*
ϕ1
red: J+mgreen: J+hblue: J-
http://arxiv.org/pdf/1208.4018v1.pdf
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Model: p.d.f.’s from the paper
42
J=0 J=1 J=2 ZZ*
cosθ1
cosθ2
ϕ
http://arxiv.org/pdf/1208.4018v1.pdf
red: J+mgreen: J+hblue: J-
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Spin-parity Observables
43
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JP-MELA Discriminant Shape
44
★ JP-MELA discriminant defined as:
P(H0)
P(H0) + P(H1)JP-MELA = p(Hi) → probability density function of Hi hypothesis
including detector/selection effects[P = P(m4ℓ, m1, m2, cosθ*, ϕ1, cosθ1, cosθ2, ϕ)]
Hi = 0±, 1±, 2±m
0+ vs 0-
★ expected distributions computed using JHU MC (signal, ZZ background) and data (reducible background)
0+ vs 2+m
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Signal Detector Effects Modeling
45
๏ Right-paired candidates‣ Z candidates mass smearing‣ 1D angular observables acceptance corrections‣ Study of acceptance correlations
๏ Wrong-paired candidates → same flavour/charge leptons from the two Z bosons switched
‣ Z candidates mass modeling‣ 1D angular observables PDFs‣ Study of correlations
PDFS = fRP PDFRP (m4l, pT , ⌘,mZ1, mZ2, ~⌦|g1, ..g10, fz0, ..fz2) · AccRP (~⌦)
+(1� fRP )PDFWP (m4l, pT , ⌘,mZ1, mZ2, ~⌦) acceptance correction
RP = right-paired candidatesWP = wrong-paired candidates
H
Z1
Z2
l1+
l2+
l1-
l2-
Z1reco
Z2reco
right-paired fraction from PowHeg MC
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φ-3 -2 -1 0 1 2 30
0.01
0.02
0.03
0.04
0.05
0.06
truth
reco 4e + 4mu
reco 2e2mu + 2mu2e
Large effect in 4µ and 4e channels‣ Reconstruction effect: Z2 mass below cut‣ Physics effect: fermions interference?
Wrong-Paired Angular PDF Example: Φ
46
4µ/4e channels
mixed channelsPowHeg 0+: 0.184 ± 0.004
JHU 0+ : 0.171 ± 0.003 0+ JHUJHU 0- : 0.170 ± 0.003 0- JHUJHU 2+ : 0.109 ± 0.003 2+ JHUJHU 2- : 0.247 ± 0.003 2- JHU
systematic uncertainty
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Separations in H→ZZ(*)→4ℓ
47
p0(0-)=0.0022
(exp 0.0011)
p0(0+)=0.40
CLs =99.7%
0+ vs 0-
p0(1+)=0.0028
(exp 0.0031)
p0(0+)=0.51
CLs =99.5%
0+ vs 1+
p0(2+)=0.113
(exp 0.064)p0(0+)=0.381
CLs =81.8%
0+ vs 2+
p0(2-)=0.11
(exp 0.003)p0(0+)=0.08
CLs =88.5%
0+ vs 2-
p0(1-)=0.027
(exp 0.001)p0(0+)=0.11
CLs =96.9%
0+ vs 1-
→results from both methods in good agreement→ excluding 0-, 1+, 1- at > 95% CL→ data prefers the 0+ hypothesis
0+ vs 0- [JP-MELA] 0+ vs 1+ [BDT]
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Spin-parity Systematic Uncertainties
48
• Systematic uncertainties to be considered are the same as the ones
included in the HCP/council measurement (since the method didn’t change) • Two types of systematic uncertainties: of shape and of normalization • Normalization systematics: - luminosity - Higgs mass shift → bin migration - electron energy scale - ZZ background normalization - reducible background normalization • Shape systematics: - variation of wrong-paired candidates fraction - electron energy scale
common to BDT and MELA
→ MELA only → common to BDT and MELA
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Heavy Higgs Exclusion Projections
[Djouadi and Quevillon, arXiv:1304.1787]