search for resonant wz production at the lhc

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Institute for Nuclear and Particle Physics - TU Dresden Abhishek Nag Search for resonant WZ production at the LHC July 8, 2021

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Page 1: Search for resonant WZ production at the LHC

Institute for Nuclear and Particle Physics - TU Dresden

Abhishek Nag

Search for resonant WZ production at the LHC

July 8, 2021

Page 2: Search for resonant WZ production at the LHC

July 8, 2021

Introduction: Standard Model

The Standard Model does not adequately explain:

● Gravity● Dark Matter● Dark energy● Neutrino Masses● Matter- antimatter asymmetry

Problems:

● Hierarchy problem → couldn’t explain the low mass of Higgs

● CP violation → weak interactions violate not only the charge-conjugation symmetry C between particles and antiparticles and the P or parity, but also their combination.

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● Need beyond SM physics to explain such problems.

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Large Hadron Collider

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Accelerates proton bunches on 27 km ring and collides them at √s = 13 TeV

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ATLAS DetectorElectrons:

● tracks in Tracker● Energy deposits in EC

Quarks & Gluons (as jets):

● tracks in Tracker● Showers in EC + HC

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Muons:

● tracks in Tracker & MS● Energy deposits in EC + HC

Neutrinos: reconstructed missing transverse energy (ET

miss)

The goal is a precise measurement of the charge, position and energy of the particle

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Resonances

● If (pA+pB)2≈ m2C, amplitude 𝑴 and consequently the cross

section becomes large → resonances○ extremely short lived

● In the past, resonances have been helpful in discoveries, e.g. Z boson

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s-channel resonance diagram Amplitude M

Invariant mass of A+B: s = (pA + pB)2

[1]

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How to look for new physics?

● Direct Search○ Enough energy at LHC to produce the particle on shell.○ Looking for a bump in the invariant mass distribution.

● Indirect Search○ New particles produced at much higher energy than that of LHC.○ Deviations from the SM observables like cross-sections, mass,

couplings showing up in precision measurements■ Effective Field theory approach

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New physics may be beyond our reach

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Vector Boson pairs

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Page 8: Search for resonant WZ production at the LHC

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Vector Boson pair production

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New physics in tail

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Effective Field Theory (EFT)

● An EFT is a low-energy approximation for a more fundamental theory involving interactions at a mass scale Λ

● Deviations are parameterized by higher order operators from the SM fields

● dim-6 terms are generally better constrained in Triple Gauge Couplings --> Look at dim-8 for Vector Boson Scattering

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operators of odd dimension violate baryon or lepton number4

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EFT example

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[2]

WZjj → lvlljj from CMS

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EFT example

● If tails show discrepancies with the SM → can be used to look for new physics

● Recent CMS result published [3]

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[2]

WZjj → lvlljj from CMS

cj/Λ4

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New physics in bump

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● Resonance searches: the simplest way to discover new particles.● Observe a statistically significant bump above a smooth background● Model-independent probe to new physics.

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Fig: Feynman diagram for W’ -> WZ process at the LHC

● Resonance benchmark:○ Heavy vector Triplets (simplified Lagrangian) produced either by qqF or VBF○ Georgi - Machacek (GM) Higgs Triplet Model produced via VBF

Resonance Search: Looking for a bump

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GM Model

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● GM model[4] is minimal extension of the SM Higgs sector

● Extended by two isospin triplets: one complex and one real scalar

● A custodial SU(2) symmetry is imposed.● 10 physical Higgs scalars: a fiveplet (H5), a triplet (H3)

and two singlets (h, H).● The fiveplet H5 is fermiophobic and couples to vector

bosons.● Use H5Plane benchmark[5]

○ The mass of H3 is larger than the mass of H5

Cheng-Wei Chang, CEPC 2017

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Heavy Vector Triplets

● Parameterized Lagrangians[6] incorporating heavy vector triplet (HVT) permit interpretation of searches for vector resonances.

● Simplified phenomenological Lagrangian used.● Two benchmark models used:

○ Model A: heavy vectors emerging from an underlying weakly-coupled extensions of the SM gauge group (gv =1)

○ Model B: strongly coupled Composite Higgs scenario (gv =3)

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Page 17: Search for resonant WZ production at the LHC

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● We look into fully leptonic decay mode:○ Small branching fractions○ Clean signature, low background○ Good sensitivity to low mass

● Experimental signature:○ 3 hight pT isolated leptons○ Missing transverse energy (ET

miss)

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Selected events are separated into two categories targeting 2 production modes:

(a) qq̄ fusion (b) vector boson fusion

VBF category is defined exploiting the typical VBF topology:● two ”tagging” jets in forward region in opposite

direction● high invariant mass of tagging jets mjj.● vector bosons between tagging jets

WZ Resonance search analysis strategy

Page 18: Search for resonant WZ production at the LHC

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WZ inclusive Selection

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Designed to select good W and Z pairs decaying leptonically

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Signal Optimization

● Improve sensitivity to resonant signals with additional selections● Assuming the resonant particle is heavy and at rest

○ W and Z are produced back to back○ Decay products of W and Z will be boosted → boost proportional to mass of resonant particle

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Page 20: Search for resonant WZ production at the LHC

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Signal Optimization

● 𝚫y(W,Z) < 1.5 → remove SM background● 𝚫φ(l, ET

miss) used to define 2 regions:○ Low mass : 𝚫φ(l, ET

miss) >1.5○ High mass: 𝚫φ(l, ET

miss) <1.5

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arXiv:1406.4456

Page 21: Search for resonant WZ production at the LHC

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Signal Optimization

● 𝚫y(W,Z) < 1.5 → remove SM background● 𝚫φ(l, ET

miss) used to define 2 regions:○ Low mass : 𝚫φ(l, ET

miss) <1.5○ High mass: 𝚫φ(l, ET

miss) >1.5

● LT the scalar sum of the leptons pT○ Cut value depending on mWZ

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arXiv:1407.3476

Page 22: Search for resonant WZ production at the LHC

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Signal Optimization

● 𝚫y(W,Z) < 1.5 → remove SM background● 𝚫φ(l, ET

miss) used to define 2 regions:○ Low mass : 𝚫φ(l, ET

miss) <1.5○ High mass: 𝚫φ(l, ET

miss) >1.5

● LT the scalar sum of the leptons pT○ Cut value depending on mWZ

● The ratio between the boson pT and the mWZ mass

○ pTW/mWZ and pT

Z/mWZ

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arXiv:1806.01532

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Signal Optimization

● 𝚫y(W,Z) < 1.5 → remove SM background● 𝚫φ(l, ET

miss) used to define 2 regions:○ Low mass : 𝚫φ(l, ET

miss) <1.5○ High mass: 𝚫φ(l, ET

miss) >1.5

● LT the scalar sum of the leptons pT○ Cut value depending on mWZ

● The ratio between the boson pT and the mWZ mass○ pT

W/mWZ and pTZ/mWZ

● Other variables: Mjj, 𝚫yjj, 𝚫φjj, Centrality → for VBF like events which have 2 jets

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Signal Region definitions

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● Starts from the inclusive WZ selection● Events are separated into two categories → qq fusion and vector boson fusion● Two possibilities of analysis under study:

1. Cut based analysis: ■ Two orthogonal SR used to evaluate the HVT qqF, HVT VBF and GM VBF models

2. GM Neural Network analysis:

■ Deep Neural Network trained using events at the inclusive selection level + Mjj>100 GeV + Njet>=2■ Training aiming to discriminate GM signals from backgrounds■ GM VBF signal region defined with a cut on the DNN output

VBF signal region:● At least two VBF jets, choosing the 2

pt-leading ones as candidates● mjj>500 GeV and |∆Yjj|> 3.5

qqF signal region:● pZ

T /mWZ > 0.35 and pWT /mWZ > 0.35

● Fail VBF signal selection

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1. SM WZ background:○ Dominant background○ Shape are estimated from theory ○ Normalization fitted in dedicated control regions

(orthogonal to SR)i. WZ VBF control region ii. WZ qq̄ control region

Background overview

1.2. Fake/Non prompt background:

○ Z+jets, Zγ, Wγ, ttbar, single top or WW → where jets or photons were misidentified as leptons○ Estimated using data

3. Other background○ ZZ production: normalization fitted in corresponding 4 lepton control region (ZZCR). ○ Others including ttbarV and triple boson production: Modeled using theory.

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WZ invariant mass

VBF SR

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Control Regions for prompt background estimation

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WZ VBF control region● At least two VBF jets, choosing the 2 pt-leading ones

as candidates● Low mjj or low |∆Yjj| → orthogonal to VBF SR● Fail qq signal region

Need to check if the theory prediction matches well with data

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Other Control regions

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WZ qqF control region ZZ control region

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Let’s look at the invariant mass

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WZ Invariant mass distribution

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qq region vbf region

arXiv:1806.01532

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Published Limits

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● Expected limits: fit model with background only hypothesis● Observed limits: fit data with model

arXiv:1806.01532

qq region vbf region

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Expected full RunII limits: qq Signal Region

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published 36 fb-1 limits

● Limit on model A improved from ~2.2 to ~2.6 TeV

Work in Progress

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Expected full RunII limits: HVT VBF Signal Region

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published 36 fb-1 limits

Work in Progress

● Improvement in the limits

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Expected full RunII limits: GM VBF Signal Region

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published 36 fb-1 limits

Work in Progress

● Improvement in the limits

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Combined LimitsIn different decay channels

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● Fully leptonic limits are better for low mass

● Limits with hadronic decay channel are better at high mass

arxiv

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Take home message

● Resonances offer an easy way to look for new physics● Leptonically decaying W and Z bosons give low statistics but cleaner signature● Fully leptonic decay channel offer best limits for low mass resonances● We see improvements with the expected full RunII limits

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We are actively looking for physics beyond SM and there is room for surprises

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Thank you!

Page 37: Search for resonant WZ production at the LHC

BACKUP

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Page 38: Search for resonant WZ production at the LHC

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Recent publication from CMS (link):

● Cut based analysis with additional cuts:

○ τh veto: hadronic decay of τ with pT > 18 GeV & |η|<2.3

○ max(Z*l)<1.0, where Z*

l is Zeppenfeld variable defined as

|ηl -(ηj1 + ηj2)/2|/|Δηjj|

● 2 dimensional fit with 7 bins in mT_WZ and 2 bins in Mjj

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linkCMS full RunII limits