165 research outputs found
Buttressing staples with cholecyst-derived extracellular matrix (CEM) reinforces staple lines in an ex vivo peristaltic inflation model
- Author
- Abhay Pandit
- CA Brewer
- CC Vaughn
- DM Downey
- DM Downey
- DM Downey
- DO Freytes
- EC Consten
- EC Consten
- F Portilla de la
- I Matsumoto
- JC Coburn
- JCY Chan
- JD Cooper
- JE Connolly
- Jeffrey C. Y. Chan
- JJ Tuech
- John L. Kelly
- JS Pinheiro
- K Burugapalli
- K Burugapalli
- K Potaris
- Krishna Burugapalli
- L Angrisani
- M Suter
- MF Shamji
- NT Nguyen
- O Awais
- PY Choy
- S Ahmed
- S Brody
- S Provencher
- SA Lustosa
- SA Shikora
- SA Shikora
- SM Eisenkop
- TW Rice
- U Stammberger
- V Pagan
- W Arnold
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 06/05/2008
- Field of study
This is the author's accepted manuscript. The final published article is available from the link below. Copyright @ Springer Science + Business Media, LLC 2008Background - Staple line leakage and bleeding are the most common problems associated with the use of surgical staplers for gastrointestinal resection and anastomotic procedures. These complications can be reduced by reinforcing the staple lines with buttressing materials. The current study reports the potential use of cholecyst-derived extracellular matrix (CEM) in non-crosslinked (NCEM) and crosslinked (XCEM) forms, and compares their mechanical performance with clinically available buttress materials [small intestinal submucosa (SIS) and bovine pericardium (BP)] in an ex vivo small intestine model.
Methods - Three crosslinked CEM variants (XCEM0005, XCEM001, and XCEM0033) with different degree of crosslinking were produced. An ex vivo peristaltic inflation model was established. Porcine small intestine segments were stapled on one end, using buttressed or non-buttressed surgical staplers. The opened, non-stapled ends were connected to a peristaltic pump and pressure transducer and sealed. The staple lines were then exposed to increased intraluminal pressure in a peristaltic manner. Both the leak and burst pressures of the test specimens were recorded.
Results - The leak pressures observed for non-crosslinked NCEM (137.8 ± 22.3 mmHg), crosslinked XCEM0005 (109.1 ± 14.1 mmHg), XCEM001 (150.1 ± 16.0 mmHg), XCEM0033 (98.8 ± 10.5 mmHg) reinforced staple lines were significantly higher when compared to non-buttressed control (28.3 ± 10.8 mmHg) and SIS (one and four layers) (62.6 ± 11.8 and 57.6 ± 12.3 mmHg, respectively) buttressed staple lines. NCEM and XCEM were comparable to that observed for BP buttressed staple lines (138.8 ± 3.6 mmHg). Only specimens with reinforced staple lines were able to achieve high intraluminal pressures (ruptured at the intestinal mesentery), indicating that buttress reinforcements were able to withstand pressure higher than that of natural tissue (physiological failure).
Conclusions - These findings suggest that the use of CEM and XCEM as buttressing materials is associated with reinforced staple lines and increased leak pressures when compared to non-buttressed staple lines. CEM and XCEM were found to perform comparably with clinically available buttress materials in this ex vivo model.Enterprise Irelan
Search for strongly interacting massive particles generating trackless jets in proton-proton collisions at s = 13 TeV
- Author
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- Xia F
- Xiao J
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- Yagil A
- Yalvac M
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- Yang UK
- Yang YC
- Yao Y
- Yarar H
- Yates BR
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- Yi K
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- Yoo HD
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- Yumiceva F
- Yusli MN
- Zabi A
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- Zahid S
- Zaleski S
- Zalewski P
- Zanetti M
- Zarubin A
- Zarucki M
- Zecchinelli AG
- Zeinali M
- Zenaiev O
- Zeuner WD
- Zghiche A
- Zhang F
- Zhang H
- Zhang J
- Zhang S
- Zhang W
- Zhang Y
- Zhang Z
- Zhao J
- Zhokin A
- Zhu DH
- Zhu RY
- Zich J
- Zielinski K
- Ziemons T
- Zientek M
- Zlebcik R
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zou D
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Zygala L
- Álvarez Fernández A
- Österberg K
- Özçelik Ö
- Široký J
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2022
- Field of study
A search for dark matter in the form of strongly interacting massive particles (SIMPs) using the CMS detector at the LHC is presented. The SIMPs would be produced in pairs that manifest themselves as pairs of jets without tracks. The energy fraction of jets carried by charged particles is used as a key discriminator to suppress efficiently the large multijet background, and the remaining background is estimated directly from data. The search is performed using proton-proton collision data corresponding to an integrated luminosity of 16.1 fb - 1 , collected with the CMS detector in 2016. No significant excess of events is observed above the expected background. For the simplified dark matter model under consideration, SIMPs with masses up to 100 GeV are excluded and further sensitivity is explored towards higher masses
Observation of a New Excited Beauty Strange Baryon Decaying to Ξb- π+π-
- Author
- Aarrestad TK
- Aarup Petersen H
- Abbaneo D
- Abbiendi G
- Abbrescia M
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- Wuyckens S
- Wyslouch B
- Würthwein F
- Xiang Y
- Xiao J
- Xiao M
- Xiao R
- Xie S
- Xie W
- Yagil A
- Yalvac M
- Yan F
- Yan X
- Yang UK
- Yang YC
- Yao Y
- Yarar H
- Yates BR
- Yazgan E
- Ye Z
- Yetkin EA
- Yi K
- Yigitbasi E
- Yohay R
- Yoo HD
- Yoo J
- Yoon I
- You Z
- Yu D
- Yu GB
- Yu I
- Yu PR
- Yu SS
- Yuan L
- Yuan S
- Yumiceva F
- Yusli MN
- Zabi A
- Zacharopoulou A
- Zahid S
- Zaleski S
- Zalewski P
- Zanetti M
- Zarubin A
- Zarucki M
- Zecchinelli AG
- Zeinali M
- Zeuner WD
- Zghiche A
- Zhang F
- Zhang H
- Zhang J
- Zhang S
- Zhang W
- Zhang Y
- Zhang Z
- Zhao J
- Zhizhin I
- Zhokin A
- Zhu DH
- Zhu RY
- Ziemons T
- Zientek M
- Zlebcik R
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zou D
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Zygala L
- Álvarez Fernández A
- Özçelik Ö
- Publication venue
- American Physical Society
- Publication date
- 01/01/2021
- Field of study
The Ξb-π+π- invariant mass spectrum is investigated with an event sample of proton-proton collisions at s=13 TeV, collected by the CMS experiment at the LHC in 2016-2018 and corresponding to an integrated luminosity of 140 fb-1. The ground state Ξb- is reconstructed via its decays to J/ψΞ- and J/ψΛK-. A narrow resonance, labeled Ξb(6100)-, is observed at a Ξb-π+π- invariant mass of 6100.3±0.2(stat)±0.1(syst)±0.6(Ξb-) MeV, where the last uncertainty reflects the precision of the Ξb- baryon mass. The upper limit on the Ξb(6100)- natural width is determined to be 1.9 MeV at 95% confidence level. The low Ξb(6100)- signal yield observed in data does not allow a measurement of the quantum numbers of the new state. However, following analogies with the established excited Ξc baryon states, the new Ξb(6100)- resonance and its decay sequence are consistent with the orbitally excited Ξb- baryon, with spin and parity quantum numbers JP=3/2-
Measurement of the inclusive and differential Higgs boson production cross sections in the decay mode to a pair of τ Leptons in pp collisions at sqrt[s]=13 TeV
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- Aarup Petersen H
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- Yazgan E
- Ye Z
- Yetkin EA
- Yi K
- Yigitbasi E
- Yohay R
- Yoo HD
- Yoo J
- Yoon I
- You Z
- Yu D
- Yu GB
- Yu I
- Yu PR
- Yu SS
- Yuan L
- Yuan S
- Yuldashev BS
- Yumiceva F
- Yusli MN
- Zabi A
- Zacharopoulou A
- Zahid S
- Zaleski S
- Zalewski P
- Zanetti M
- Zarubin A
- Zarucki M
- Zecchinelli AG
- Zeinali M
- Zeuner WD
- Zghiche A
- Zhang F
- Zhang H
- Zhang J
- Zhang L
- Zhang W
- Zhang Y
- Zhang Y
- Zhang Z
- Zhao J
- Zhizhin I
- Zhokin A
- Zhu DH
- Zhu RY
- Ziemons T
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zotz A
- Zou D
- Zou R
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Zygala L
- Álvarez Fernández A
- Özçelik Ö
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 01/01/2022
- Field of study
Measurements of the inclusive and differential fiducial cross sections of the Higgs boson are presented, using the τ lepton decay channel. The differential cross sections are measured as functions of the Higgs boson transverse momentum, jet multiplicity, and transverse momentum of the leading jet in the event, if any. The analysis is performed using proton-proton collision data collected with the CMS detector at the LHC at a center-of-mass energy of 13 TeV and corresponding to an integrated luminosity of 138 fb^{-1}. These are the first differential measurements of the Higgs boson cross section in the final state of two τ leptons. In final states with a large jet multiplicity or with a Lorentz-boosted Higgs boson, these measurements constitute a significant improvement over measurements performed in other final states
Recommended from our members
Performance of the CMS muon trigger system in proton-proton collisions at √(s) = 13
- Author
- Aarrestad TK
- Aarup Petersen H
- Abbaneo D
- Abbiendi G
- Abbrescia M
- Abdalla H
- Abdelalim AA
- Abdullin S
- Abercrombie D
- Acharya H
- Acosta D
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- Kuo CM
- Kutzner V
- Kuznetsova E
- Kveton A
- Kwan S
- Kwok KHM
- Kwon H
- Kyberd P
- Kyriacou S
- Kyriakis A
- Köseyan OK
- Laflotte I
- Laird E
- Laktineh IB
- Lam T
- Lamichhane K
- Lammel S
- Lampén T
- Lanaro A
- Lander R
- Landsberg G
- Lanev A
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- Langford J
- Lannon K
- Lariccia P
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- Ledovskoy A
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- Lefeld A
- Leggat D
- Legger F
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- Lelas D
- Lelek A
- Lemaitre V
- Lemos DS
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- Lenzi P
- Leonardo N
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- Lesauvage A
- Lesko Z
- Lethuillier M
- Letts J
- Levchuk L
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- Ligabue F
- Liko D
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- Metzler M
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- Mikulec I
- Mikuni VM
- Milenovic P
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- Neutelings I
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- Nguyen D
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- Niemeyer CEN
- Nigamova A
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- Niknejad T
- Niu X
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- Noll D
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- Norberg S
- Novaes SF
- Novak A
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- Organtini G
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- Ozok F
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- Padley BP
- Padula SS
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- Paganis E
- Paganoni M
- Pak SI
- Palencia Cortezon E
- Palichik V
- Palit P
- Palla F
- Palladino V
- Palmer C
- Panagiotou A
- Pandey S
- Pandolfi F
- Pant LM
- Pantaleo F
- Panwar L
- Paoletti S
- Paolucci P
- Papadimitriou V
- Papadopoulos I
- Papakrivopoulos I
- Papavergou I
- Pape L
- Paramatti R
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- Piccinelli A
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- Pinna Angioni GL
- Pinna D
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- Pistone C
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- Pitters FM
- Pitzl D
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- Polatoz A
- Polikarpov S
- Pompili A
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- Pooth O
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- Potenza R
- Poudyal N
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- Pradhan R
- Presilla M
- Prieels C
- Primavera F
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- Priyanka P
- Prokofyev O
- Prosper H
- Psallidas A
- Ptochos F
- Puerta Pelayo J
- Pugliese G
- Pujahari PR
- Puljak I
- Purohit A
- Pérez Adán D
- Pérez-Calero Yzquierdo A
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- Raspereza A
- Rastogi A
- Rath Y
- Rathjens D
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- Ratti SP
- Rauch MP
- Rauco G
- Rauser J
- Ravera F
- Raymond DM
- Razis PA
- Re V
- Rebassoo F
- Rebello Teles P
- Redjimi R
- Redondo I
- Regnard S
- Reichmann M
- Reid ID
- Reimers A
- Reinsvold Hall A
- Reis T
- Reissel C
- Reitenspiess T
- Reithler H
- Rejeb Sfar H
- Rembser J
- Ressegotti M
- Revering M
- Reyes-Almanza R
- Riccardi C
- Ricci-Tam F
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- Richman J
- Rieger M
- Rieger O
- Rinkevicius A
- Ripoll Sau J
- Ristic B
- Ristori L
- Rizzi A
- Roberts J
- Robmann P
- Robutti E
- Rodozov M
- Rodrigo T
- Rodríguez Bouza V
- Roemer J
- Rogan C
- Roguljic M
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- Rosenzweig D
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- Rosowsky A
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- Rossi AM
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- Rout PK
- Rovelli C
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- Rovere M
- Roy Chowdhury S
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- Ruini D
- Ruiz Alvarez JD
- Ruiz-Jimeno A
- Rumerio P
- Rusack R
- Ruspa M
- Ryd A
- Rykaczewski H
- Ryutin R
- Safonov A
- Safronov G
- Saggio A
- Sagir S
- Saha G
- Sahasransu AR
- Sahin MÖ
- Sahu B
- Saibel A
- Saka H
- Sakulin H
- Sakuma T
- Salazar González CA
- Salazar Ibarguen HA
- Salerno R
- Salfeld-Nebgen J
- Saltzberg D
- Salur S
- Salvatico R
- Salvini P
- Salyer K
- Sanchez Cruz S
- Sanchez Rosas LJ
- Sanchez-Hernandez A
- Sandeep K
- Sanders S
- Santanastasio F
- Santocchia A
- Santoro A
- Sanz Becerra DA
- Saoulidou N
- Saradhy R
- Sarica U
- Sarkar A
- Sarkar S
- Sarkar T
- Sarkar U
- Saunders M
- Sauvan JB
- Savin A
- Savina M
- Savitskyi M
- Savoiu D
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- Savrin V
- Sawant S
- Scarfi S
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- Schmitt MH
- Schmitz E
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- Schneider B
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- Schnetzer S
- Schroeder N
- Schröder M
- Schuh T
- Schuler SC
- Schulte JF
- Schulz J
- Schwandt J
- Schwanenberger C
- Schwarz D
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- Schäfer C
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- Schöfbeck R
- Schönenberger M
- Sciacca C
- Scodellaro L
- Scott E
- Scribano A
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- Seidel M
- Seidita R
- Seif El Nasr-Storey S
- Seith D
- Seitova D
- Seixas J
- Sekmen S
- Selvaggi G
- Selvaggi M
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- Sexton-Kennedy E
- Sguazzoni G
- Shafiei N
- Shah A
- Shah MA
- Shalaev V
- Shang V
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- Sharma A
- Sharma A
- Sharma A
- Sharma R
- Sharma S
- Sharma V
- Sharma V
- Shchablo K
- Shchelina K
- Sheldon P
- Shepherd-Themistocleous CH
- Shi K
- Shi M
- Shi W
- Shi Z
- Shmatov S
- Shoaib M
- Shopova M
- Shtipliyski A
- Shukla P
- Shulha S
- Shvetsov I
- Si W
- Siado JE
- Siddireddy P
- Siikonen H
- Sikdar AK
- Sikler F
- Silva Do Amaral SM
- Silva P
- Silvestris L
- Simone FM
- Simonetto F
- Simonis HJ
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- Sirois Y
- Siroli GP
- Sirunyan AM
- Siviero F
- Skinnari L
- Skovpen K
- Skovpen Y
- Skuja A
- Smirnov I
- Smirnov V
- Smith C
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- Smith VJ
- Smith WH
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- Snoeys W
- Snow GR
- Snyder C
- Soares MS
- Sobol A
- Soffi L
- Soha A
- Sola V
- Solano A
- Soldi D
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- Sonnadara DUJ
- Sonneveld J
- Sosa Ricardo RE
- Sosnov D
- Sotiropoulos S
- Spagnolo P
- Spanier S
- Spanring M
- Sperka D
- Sphicas P
- Spiegel L
- Spiezia A
- Spiga D
- Spiridonov A
- Spiropulu M
- Spitzbart D
- Srimanobhas N
- Stadie H
- Stahl Leiton AG
- Stahl A
- Staiano A
- Stakia A
- Stampf V
- Starling E
- Starodumov A
- Steen A
- Steggemann J
- Steinbrück G
- Stenson K
- Stepennov A
- Stephans GSF
- Stickland D
- Stojanovic M
- Stone B
- Stone R
- Stoynev S
- Strait J
- Strobbe N
- Strologas J
- Strong G
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- Suarez I
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- Sultanov G
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- Susa T
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- Swain SK
- Swartz M
- Szillasi Z
- Szleper M
- Sznajder A
- Sánchez Navas S
- Tabarelli de Fatis T
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- Takahashi Y
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- Tao J
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- Tapper A
- Tatar K
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- Tavernier S
- Tavolaro VR
- Taylor D
- Taylor J
- Taylor L
- Tcherniaev E
- Teague D
- Tedeschi T
- Teklishyn M
- Tekten S
- Templ S
- Tenchini R
- Teodorescu L
- Terkulov A
- Teroerde M
- Teryaev O
- Tews A
- Teyssier D
- Thakur S
- Thapa P
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- Thea A
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- Thieman J
- Thom J
- Thomas L
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- Tiras E
- Tishelman-Charny A
- Titov M
- Titterton A
- Tiwari PC
- Tkaczyk S
- Tlisov D
- Tok UG
- Toldaiev O
- Tomalin IR
- Toms M
- Tomsa J
- Tonelli G
- Tonjes MB
- Tonon N
- Tonwar SC
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- Toropin A
- Torres Da Silva De Araujo F
- Torterotot L
- Tosi M
- Tosi N
- Tosi S
- Touquet G
- Traczyk P
- Tramontano R
- Tran NV
- Trapote A
- Treille D
- Trembath-Reichert S
- Trevisani N
- Tricomi A
- Tripathi M
- Trocino D
- Trocsanyi ZL
- Troshin S
- Tsamalaidze Z
- Tsiakkouri D
- Tsipolitis G
- Tsirou A
- Tully C
- Tumasyan A
- Tuo S
- Tuominen E
- Tuominiemi J
- Turini N
- Turkcapar S
- Turkot O
- Tuuva T
- Tuve C
- Tytgat M
- Tyurin N
- Tziaferi E
- Uchida K
- Ujvari B
- Ulmer KA
- Ulrich R
- Undleeb S
- Uniyal R
- Uplegger L
- Urda Gómez L
- Uribe Estrada C
- Usai E
- Uvarov L
- Uzunian A
- Vaandering EW
- Vagnerini A
- Vai I
- Vaitkevicius A
- Valencia Palomo L
- Valsecchi D
- Valuev V
- Van De Klundert M
- Van Der Linden J
- Van Doninck W
- Van Hove P
- Van Mechelen P
- Van Mulders P
- Van Onsem GP
- Van Putte S
- Van Remortel N
- Vander Donckt M
- Vander Velde C
- Vanegas Arbelaez N
- Vanlaer P
- Vannerom D
- Varela J
- Varelas N
- Vargas Hernandez AM
- Vartak A
- Vazquez Valencia F
- Vazzoler F
- Veckalns V
- Veelken C
- Velasco M
- Velicanu D
- Velkovska J
- Vellidis K
- Venditti R
- Venturi A
- Verbeke W
- Verdini PG
- Veres GI
- Vermassen B
- Verwilligen P
- Verzetti M
- Veszpremi V
- Vesztergombi G
- Vetens W
- Viinikainen J
- Vila I
- Vilela Pereira A
- Viliani L
- Virdee T
- Virdi AK
- Viret S
- Vischia P
- Vit M
- Vitulo P
- Vizan Garcia JM
- Vlasov E
- Vlimant JR
- Volkov A
- Volkov S
- Volobouev I
- Von Cube RF
- Vormwald B
- Vorobiev I
- Vorobyev A
- Vourliotis E
- Voutilainen M
- Voytishin N
- Vámi TÁ
- Wadud MA
- Wagner SR
- Walczak M
- Wallny R
- Walsh R
- Waltenberger W
- Walter D
- Wamorkar T
- Wan Abdullah WAT
- Wang B
- Wang C
- Wang D
- Wang F
- Wang H
- Wang H
- Wang J
- Wang J
- Wang J
- Wang L
- Wang Q
- Wang Q
- Wang S
- Wang TW
- Wang X
- Wang Y
- Wang Z
- Wang Z
- Waqas M
- Wardle N
- Wassmer M
- Watson IJ
- Wayne M
- Webb SN
- Weber HA
- Weber M
- Wen Y
- Wertz S
- West C
- Wetzel J
- Wezenbeek L
- Whitbeck A
- Wichmann K
- Wickramage N
- Wickramarathna DDC
- Wiedenbeck S
- Wieland S
- Wightman A
- Williams J
- Williams T
- Willmott C
- Wilson G
- Wilson J
- Wimpenny S
- Winer BL
- Winterbottom D
- Wisecarver A
- Wissing C
- Wittich P
- Wolf M
- Wolf R
- Wolfe E
- Wong K
- Wong WY
- Wood D
- Wozniak KA
- Wozniewski S
- Wright D
- Wu Z
- Wuchterl S
- Wulz C-E
- Wunsch S
- Wuyckens S
- Wyslouch B
- Würthwein F
- Xiao J
- Xiao M
- Xiao R
- Xie S
- Xie W
- Yagil A
- Yalvac M
- Yan F
- Yan X
- Yang UK
- Yang YC
- Yao Y
- Yarar H
- Yates BR
- Yazgan E
- Ye Z
- Yetkin EA
- Yi K
- Yigitbasi E
- Yohay R
- Yoo HD
- Yoo J
- Yoon I
- You Z
- Yu D
- Yu GB
- Yu I
- Yu PR
- Yu SS
- Yuan L
- Yuan S
- Yumiceva F
- Yusli MN
- Zabi A
- Zabolotny W
- Zacharopoulou A
- Zahid S
- Zaleski S
- Zalewski P
- Zanetti M
- Zarubin A
- Zarucki M
- Zecchinelli AG
- Zeinali M
- Zenaiev O
- Zeuner WD
- Zghiche A
- Zhang F
- Zhang H
- Zhang J
- Zhang S
- Zhang W
- Zhang Y
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- Zhao J
- Zhizhin I
- Zhokin A
- Zhu DH
- Zhu RY
- Ziemons T
- Zientek M
- Zlebcik R
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zou D
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Zygala L
- Álvarez Fernández A
- Özçelik Ö
- Publication venue
- 'IOP Publishing'
- Publication date
- 02/07/2021
- Field of study
© Copyright 2021 CERN for the benefit of the CMS collaboration. The muon trigger system of the CMS experiment uses a combination of hardware and software to identify events containing a muon. During Run 2 (covering 2015–2018) the LHC achieved instantaneous luminosities as high as 2 × 1034 while delivering proton-proton collisions at √(s) = 13. The challenge for the trigger system of the CMS experiment is to reduce the registered event rate from about 40MHz to about 1kHz. Significant improvements important for the success of the CMS physics program have been made to the muon trigger system via improved muon reconstruction and identification algorithms since the end of Run 1 and throughout the Run 2 data-taking period. The new algorithms maintain the acceptance of the muon triggers at the same or even lower rate throughout the data-taking period despite the increasing number of additional proton-proton interactions in each LHC bunch crossing. In this paper, the algorithms used in 2015 and 2016 and their improvements throughout 2017 and 2018 are described. Measurements of the CMS muon trigger performance for this data-taking period are presented, including efficiencies, transverse momentum resolution, trigger rates, and the purity of the selected muon sample. This paper focuses on the single- and double-muon triggers with the lowest sustainable transverse momentum thresholds used by CMS. The efficiency is measured in a transverse momentum range from 8 to several hundred.SCOAP3
Search for Wγ resonances in proton-proton collisions at s=13 TeV using hadronic decays of Lorentz-boosted W bosons
- Author
- Aarrestad TK
- Aarup Petersen H
- Abbaneo D
- Abbiendi G
- Abbrescia M
- Abdullin S
- Abercrombie D
- Abu Zeid S
- Acharya H
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- Reichmann M
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- Reinsvold Hall A
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- Reitenspiess T
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- Rodozov M
- Rodrigo T
- Rodríguez Bouza V
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- Ryutin R
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- Safonov A
- Safronov G
- Saggio A
- Sagir S
- Saha G
- Saha P
- Sahasransu AR
- Sahin MÖ
- Sahu B
- Saibel A
- Saka H
- Sakulin H
- Sakuma T
- Salama E
- Salazar González CA
- Salazar Ibarguen HA
- Salerno R
- Salfeld-Nebgen J
- Saltzberg D
- Salur S
- Salvatico R
- Salvini P
- Salyer K
- Sanchez Cruz S
- Sanchez Rosas LJ
- Sanchez-Hernandez A
- Sandeep K
- Sanders S
- Santanastasio F
- Santocchia A
- Santoro A
- Sanz Becerra DA
- Saoulidou N
- Saradhy R
- Sarica U
- Sarkar A
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- Schuler SC
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- Sguazzoni G
- Shafiei N
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- Shang V
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- Sharma A
- Sharma A
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- Sharma V
- Sharma V
- Shchablo K
- Shchelina K
- Sheldon P
- Shepherd-Themistocleous CH
- Shi K
- Shi W
- Shi Z
- Shmatov S
- Shoaib M
- Shopova M
- Shtipliyski A
- Shukla P
- Shulha S
- Shvetsov I
- Si W
- Siado JE
- Siddireddy P
- Siikonen H
- Sikdar AK
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- Silvestris L
- Simone FM
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- Siroli GP
- Siviero F
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- Sonnadara DUJ
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- Sosa Ricardo RE
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- Spitzbart D
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- Stadie H
- Stahl Leiton AG
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- Starodumov A
- Steen A
- Steggemann J
- Steinbrück G
- Stenson K
- Stepennov A
- Stephans GSF
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- Stojanovic M
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- Teague D
- Tedeschi T
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- Terkulov A
- Teroerde M
- Teryaev O
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- Tiwari PC
- Tkaczyk S
- Tlisov D
- Tok UG
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- Tomalin IR
- Toms M
- Tonelli G
- Tonjes MB
- Tonon N
- Tonwar SC
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- Torterotot L
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- Traczyk P
- Tramontano R
- Tran NV
- Trapote A
- Treille D
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- Trevisani N
- Tricomi A
- Tripathi M
- Trocino D
- Trocsanyi ZL
- Troshin S
- Tsamalaidze Z
- Tsatsos A
- Tsipolitis G
- Tsirou A
- Tully C
- Tumasyan A
- Tuo S
- Tuominen E
- Tuominiemi J
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- Tuve C
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- Tyurin N
- Tziaferi E
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- Ujvari B
- Ulmer KA
- Ulrich R
- Undleeb S
- Uniyal R
- Uplegger L
- Urda Gómez L
- Uribe Estrada C
- Usai E
- Uvarov L
- Uzunian A
- Vaandering EW
- Vagnerini A
- Vai I
- Vaitkevicius A
- Valencia Palomo L
- Valsecchi D
- Valuev V
- Van De Klundert M
- Van Der Linden J
- Van Doninck W
- Van Hove P
- Van Mechelen P
- Van Mulders P
- Van Onsem GP
- Van Putte S
- Van Remortel N
- Vanden Bemden M
- Vander Donckt M
- Vander Velde C
- Vanegas Arbelaez N
- Vanlaer P
- Vannerom D
- Varela J
- Varelas N
- Vargas Hernandez AM
- Vartak A
- Vazquez Valencia F
- Vazzoler F
- Veckalns V
- Veelken C
- Velasco M
- Velkovska J
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- Venditti R
- Venturi A
- Verbeke W
- Verdini PG
- Veres GI
- Vermassen B
- Verwilligen P
- Verzetti M
- Veszpremi V
- Vesztergombi G
- Vetens W
- Viinikainen J
- Vila I
- Vilela Pereira A
- Viliani L
- Virdee T
- Virdi AK
- Viret S
- Vischia P
- Vit M
- Vitulo P
- Vizan Garcia JM
- Vlasov E
- Vlimant JR
- Volkov A
- Volkov S
- Volobouev I
- Von Cube RF
- Vormwald B
- Vorobiev I
- Vorobyev A
- Vourliotis E
- Voutilainen M
- Voytishin N
- Vámi TÁ
- Wadud MA
- Wagner SR
- Walczak M
- Wallny R
- Walsh R
- Waltenberger W
- Walter D
- Wamorkar T
- Wan Abdullah WAT
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- Wang B
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- Wang D
- Wang F
- Wang H
- Wang H
- Wang J
- Wang J
- Wang J
- Wang L
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- Wang Q
- Wang S
- Wang X
- Wang Y
- Wang Z
- Wang Z
- Waqas M
- Wardle N
- Wassmer M
- Watson IJ
- Wayne M
- Webb SN
- Weber HA
- Weber M
- Wen Y
- Wertz S
- West C
- Wetzel J
- Wezenbeek L
- Whitbeck A
- Wichmann K
- Wickramage N
- Wickramarathna DDC
- Wiedenbeck S
- Wieland S
- Wightman A
- Williams A
- Williams J
- Williams T
- Willmott C
- Wilson G
- Wilson J
- Wimpenny S
- Winer BL
- Winterbottom D
- Wisecarver A
- Wissing C
- Wittich P
- Wolf M
- Wolf R
- Wolfe E
- Wong K
- Wong WY
- Wood D
- Woodard A
- Wozniak KA
- Wozniewski S
- Wright D
- Wu Z
- Wuchterl S
- Wulz C-E
- Wunsch S
- Wuyckens S
- Wyslouch B
- Würthwein F
- Xiang Y
- Xiao J
- Xiao M
- Xiao R
- Xie S
- Xie W
- Yagil A
- Yalvac M
- Yan F
- Yan X
- Yang UK
- Yang YC
- Yao Y
- Yarar H
- Yates BR
- Yazgan E
- Ye Z
- Yetkin EA
- Yi K
- Yigitbasi E
- Yohay R
- Yoo HD
- Yoo J
- Yoon I
- You Z
- Yu D
- Yu GB
- Yu I
- Yu PR
- Yu SS
- Yuan L
- Yuan S
- Yumiceva F
- Yusli MN
- Zabi A
- Zacharopoulou A
- Zahid S
- Zaleski S
- Zalewski P
- Zanetti M
- Zarubin A
- Zarucki M
- Zecchinelli AG
- Zeinali M
- Zeuner WD
- Zghiche A
- Zhang F
- Zhang H
- Zhang J
- Zhang S
- Zhang W
- Zhang Y
- Zhang Z
- Zhao J
- Zhizhin I
- Zhokin A
- Zhu DH
- Zhu RY
- Ziemons T
- Zientek M
- Zlebcik R
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zou D
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Zygala L
- Álvarez Fernández A
- Özçelik Ö
- Publication venue
- 'Elsevier BV'
- Publication date
- 01/01/2022
- Field of study
Copyright © The Author(s). A search for resonances in the mass range between 0.7 and 6.0 TeV is presented. The W boson is reconstructed via its hadronic decays, with the final-state products forming a single large-radius jet, owing to a high Lorentz boost of the W boson. The search is based on proton-proton collision data at TeV, corresponding to an integrated luminosity of 137 fb−1, collected with the CMS detector at the LHC in 2016–2018. The mass spectrum is parameterized with a smoothly falling background function and examined for the presence of resonance-like signals. No significant excess above the predicted background is observed. Model-specific upper limits at 95% confidence level on the product of the cross section and branching fraction to the channel are set. Limits for narrow resonances and for resonances with an intrinsic width equal to 5% of their mass, for spin-0 and spin-1 hypotheses, range between 0.17 fb at 6.0 TeV and 55 fb at 0.7 TeV. These are the most restrictive limits to date on the existence of such resonances over a large range of probed masses. In specific heavy scalar (vector) triplet benchmark models, narrow resonances with masses between 0.75 (1.15) and 1.40 (1.36) TeV are excluded for a range of model parameters. Model-independent limits on the product of the cross section, signal acceptance, and branching fraction to the channel are set for minimum mass thresholds between 1.5 and 8.0 TeV.SCOAP3
Search for Wγ resonances in proton-proton collisions at s=13 TeV using hadronic decays of Lorentz-boosted W bosons
- Author
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- Reinsvold Hall A
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- Safonov A
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- Sahasransu AR
- Sahin MÖ
- Sahu B
- Saibel A
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- Sakuma T
- Salama E
- Salazar González CA
- Salazar Ibarguen HA
- Salerno R
- Salfeld-Nebgen J
- Saltzberg D
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- Sanchez Rosas LJ
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- Shchelina K
- Sheldon P
- Shepherd-Themistocleous CH
- Shi K
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- Shmatov S
- Shoaib M
- Shopova M
- Shtipliyski A
- Shukla P
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- Sonnadara DUJ
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- Terkulov A
- Teroerde M
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- Tok UG
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- Tomalin IR
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- Tran NV
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- Trevisani N
- Tricomi A
- Tripathi M
- Trocino D
- Trocsanyi ZL
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- Tsatsos A
- Tsipolitis G
- Tsirou A
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- Undleeb S
- Uniyal R
- Uplegger L
- Urda Gómez L
- Uribe Estrada C
- Usai E
- Uvarov L
- Uzunian A
- Vaandering EW
- Vagnerini A
- Vai I
- Vaitkevicius A
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- Valsecchi D
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- Van Der Linden J
- Van Doninck W
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- Van Mechelen P
- Van Mulders P
- Van Onsem GP
- Van Putte S
- Van Remortel N
- Vanden Bemden M
- Vander Donckt M
- Vander Velde C
- Vanegas Arbelaez N
- Vanlaer P
- Vannerom D
- Varela J
- Varelas N
- Vargas Hernandez AM
- Vartak A
- Vazquez Valencia F
- Vazzoler F
- Veckalns V
- Veelken C
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- Velkovska J
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- Venturi A
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- Verdini PG
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- Veszpremi V
- Vesztergombi G
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- Viinikainen J
- Vila I
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- Viliani L
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- Vizan Garcia JM
- Vlasov E
- Vlimant JR
- Volkov A
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- Volobouev I
- Von Cube RF
- Vormwald B
- Vorobiev I
- Vorobyev A
- Vourliotis E
- Voutilainen M
- Voytishin N
- Vámi TÁ
- Wadud MA
- Wagner SR
- Walczak M
- Wallny R
- Walsh R
- Waltenberger W
- Walter D
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- Wan Abdullah WAT
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- Wang J
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- Wang X
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- Wang Z
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- Wardle N
- Wassmer M
- Watson IJ
- Wayne M
- Webb SN
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- Wen Y
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- West C
- Wetzel J
- Wezenbeek L
- Whitbeck A
- Wichmann K
- Wickramage N
- Wickramarathna DDC
- Wiedenbeck S
- Wieland S
- Wightman A
- Williams A
- Williams J
- Williams T
- Willmott C
- Wilson G
- Wilson J
- Wimpenny S
- Winer BL
- Winterbottom D
- Wisecarver A
- Wissing C
- Wittich P
- Wolf M
- Wolf R
- Wolfe E
- Wong K
- Wong WY
- Wood D
- Woodard A
- Wozniak KA
- Wozniewski S
- Wright D
- Wu Z
- Wuchterl S
- Wulz C-E
- Wunsch S
- Wuyckens S
- Wyslouch B
- Würthwein F
- Xiang Y
- Xiao J
- Xiao M
- Xiao R
- Xie S
- Xie W
- Yagil A
- Yalvac M
- Yan F
- Yan X
- Yang UK
- Yang YC
- Yao Y
- Yarar H
- Yates BR
- Yazgan E
- Ye Z
- Yetkin EA
- Yi K
- Yigitbasi E
- Yohay R
- Yoo HD
- Yoo J
- Yoon I
- You Z
- Yu D
- Yu GB
- Yu I
- Yu PR
- Yu SS
- Yuan L
- Yuan S
- Yumiceva F
- Yusli MN
- Zabi A
- Zacharopoulou A
- Zahid S
- Zaleski S
- Zalewski P
- Zanetti M
- Zarubin A
- Zarucki M
- Zecchinelli AG
- Zeinali M
- Zeuner WD
- Zghiche A
- Zhang F
- Zhang H
- Zhang J
- Zhang S
- Zhang W
- Zhang Y
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- Zhao J
- Zhizhin I
- Zhokin A
- Zhu DH
- Zhu RY
- Ziemons T
- Zientek M
- Zlebcik R
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zou D
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Zygala L
- Álvarez Fernández A
- Özçelik Ö
- Publication venue
- 'Elsevier BV'
- Publication date
- 06/01/2022
- Field of study
A search for Wγ resonances in the mass range between 0.7 and 6.0 TeV is presented. The W boson is reconstructed via its hadronic decays, with the final-state products forming a single large-radius jet, owing to a high Lorentz boost of the W boson. The search is based on proton-proton collision data at √s = 13 TeV, corresponding to an integrated luminosity of 137 fb−1, collected with the CMS detector at the LHC in 2016–2018. The Wγ mass spectrum is parameterized with a smoothly falling background function and examined for the presence of resonance-like signals. No significant excess above the predicted background is observed. Model-specific upper limits at 95% confidence level on the product of the cross section and branching fraction to the Wγ channel are set. Limits for narrow resonances and for resonances with an intrinsic width equal to 5% of their mass, for spin-0 and spin-1 hypotheses, range between 0.17 fb at 6.0 TeV and 55 fb at 0.7 TeV. These are the most restrictive limits to date on the existence of such resonances over a large range of probed masses. In specific heavy scalar (vector) triplet benchmark models, narrow resonances with masses between 0.75 (1.15) and 1.40 (1.36) TeV are excluded for a range of model parameters. Model-independent limits on the product of the cross section, signal acceptance, and branching fraction to the Wγ channel are set for minimum Wγ mass thresholds between 1.5 and 8.0 TeV
Recommended from our members
Search for electroweak production of charginos and neutralinos at s = 13 TeV in final states containing hadronic decays of WW, WZ, or WH and missing transverse momentum
- Author
- Aarrestad TK
- Aarup Petersen H
- Abbaneo D
- Abbiendi G
- Abbrescia M
- Abdalla H
- Abdullin S
- Abercrombie D
- Abreu A
- Acharya H
- Acosta D
- Adam W
- Adamidis K
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- Addesa FM
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- Afanasiev S
- Agapitos A
- Agarwal G
- Aggleton R
- Agram J-L
- Aguilar-Benitez M
- Ahmad A
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- Ahmed A
- Ahuja S
- Aimè C
- Akchurin N
- Akgun B
- Akpinar A
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- Alcaraz Maestre J
- Aldaya Martin M
- Aldá Júnior WL
- Aleksandrov A
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- Alhusseini M
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- Alpana A
- Alvarez Gonzalez B
- Alverson G
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- Lechner L
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- Ledovskoy A
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- Palencia Cortezon E
- Palichik V
- Palit P
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- Pandolfi F
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- Paolucci P
- Papadimitriou V
- Papadopoulos I
- Papakrivopoulos I
- Papavergou I
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- Piparo D
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- Polatoz A
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- Raspereza A
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- Redondo I
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- Regnery B
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- Reichmann M
- Reid ID
- Reid M
- Reimers A
- Reinsvold Hall A
- Reis T
- Reissel C
- Reitenspiess T
- Reithler H
- Rejeb Sfar H
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- Ribeiro Lopes B
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- Ruini D
- Ruiz Alvarez JD
- Ruiz-Jimeno A
- Rumerio P
- Rusack R
- Rusinov V
- Ruspa M
- Ryd A
- Rykaczewski H
- Ryu MS
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- Röwert N
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- Safonov A
- Saggio A
- Sagir S
- Saha G
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- Sahasransu AR
- Sahin MÖ
- Sahu B
- Saibel A
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- Sakulin H
- Salazar Ibarguen HA
- Salerno R
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- Saltzberg D
- Salur S
- Salvatico R
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- Schmitz E
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- Schroeder N
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- Sguazzoni G
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- Shang V
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- Smirnov I
- Smirnov V
- Smith C
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- Smith VJ
- Smith WH
- Snigirev A
- Snoeys W
- Snow GR
- Snyder C
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- Solano A
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- Sonnadara DUJ
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- Sorrentino G
- Sosa Ricardo RE
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- Spanier S
- Sperka D
- Sphicas P
- Spiegel L
- Spiga D
- Spiropulu M
- Spitzbart D
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- Stadie H
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- Takahashi Y
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- Taliercio A
- Tamulaitis G
- Tani L
- Tannenwald B
- Tao J
- Tapper A
- Tarabini A
- Tatar K
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- Tavernier S
- Tavolaro VR
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- Tedeschi T
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- Terkulov A
- Teroerde M
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- Tiras E
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- Titov M
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- Tomalin IR
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- Toropin A
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- Tran NV
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- Trocino D
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- Tsatsos A
- Tsipolitis G
- Tsirou A
- Tully C
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- Turini N
- Turkcapar S
- Tuuva T
- Tuve C
- Tytgat M
- Tziaferi E
- Uchida K
- Ujvari B
- Ulmer KA
- Ulrich R
- Uniyal R
- Uplegger L
- Urda Gómez L
- Uribe Estrada C
- Usai E
- Uvarov L
- Uzunian A
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- Valencia Palomo L
- Valsecchi D
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- Van Doninck W
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- Van Mechelen P
- Van Onsem GP
- Van Putte S
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- Vander Donckt M
- Vander Velde C
- Vanlaer P
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- Veelken C
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- Venturi A
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- Vermassen B
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- Vila I
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- Vlimant JR
- Vojinovic M
- Volkov S
- Volobouev I
- Von Cube RF
- Vorobyev A
- Vourliotis E
- Voutilainen M
- Voytishin N
- Vámi TÁ
- Wadud MA
- Wagner SR
- Walkingshaw Pass K
- Wallny R
- Walsh R
- Waltenberger W
- Walter D
- Wamorkar T
- Wanczyk J
- Wang B
- Wang C
- Wang D
- Wang F
- Wang H
- Wang J
- Wang J
- Wang J
- Wang L
- Wang Q
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- Wang X
- Wang Y
- Wang Z
- Wang Z
- Waqas M
- Wardle N
- Warner Z
- Wassmer M
- Watson IJ
- Wayne M
- Webb SN
- Weber HA
- Weber M
- Wei K
- Wen Y
- Wertz S
- West C
- Wezenbeek L
- Whitbeck A
- White R
- White S
- Wichmann K
- Wickramage N
- Wickramarathna DDC
- Wiedenbeck S
- Wieland S
- Wiens L
- Wightman A
- Williams A
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- Williams T
- Willmott C
- Wilson G
- Wilson J
- Wimpenny S
- Winer BL
- Winterbottom D
- Wisecarver A
- Wissing C
- Wittich P
- Wolf R
- Wong K
- Wong WY
- Wood D
- Wozniak KA
- Wozniewski S
- Wright D
- Wu HY
- Wu Z
- Wuchterl S
- Wulz C-E
- Wunsch S
- Wyslouch B
- Würthwein F
- Xiang Y
- Xiao J
- Xiao M
- Xiao R
- Xie S
- Xie W
- Yagil A
- Yalvac M
- Yan F
- Yan X
- Yang H
- Yang S
- Yang S
- Yang UK
- Yang YC
- Yao Y
- Yarar H
- Yates BR
- Yazgan E
- Ye Z
- Yetkin EA
- Yi K
- Yigitbasi E
- Yohay R
- Yoo HD
- Yoo J
- Yoon I
- You Z
- Yu D
- Yu GB
- Yu I
- Yu PR
- Yu SS
- Yuan L
- Yuan S
- Yuldashev BS
- Yumiceva F
- Zabi A
- Zacharopoulou A
- Zaleski S
- Zalewski P
- Zanetti M
- Zarubin A
- Zarucki M
- Zecchinelli AG
- Zeinali M
- Zeuner WD
- Zghiche A
- Zhang F
- Zhang H
- Zhang J
- Zhang L
- Zhang W
- Zhang Y
- Zhang Y
- Zhang Y
- Zhang Z
- Zhao J
- Zhizhin I
- Zhokin A
- Zhu RY
- Ziemons T
- Zipper N
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zotz A
- Zou D
- Zou R
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Zygala L
- Álvarez Fernández A
- Özçelik Ö
- Publication venue
- Elsevier
- Publication date
- 15/09/2022
- Field of study
Data availability:
Release and preservation of data used by the CMS Collaboration as the basis for publications is guided by the CMS policy as stated in “CMS data preservation, re-use and open access policy”.A preprint version of this article is archived at: arXiv:2205.09597v2 [hep-ex], https://arxiv.org/abs/2205.09597v2 . Comments: Replaced with the published version. Added the journal reference. All the figures and tables, including additional supplementary figures and tables, can be found at https://cms-results.web.cern.ch/cms-results/public-results/publications/SUS-21-002 (CMS Public Pages). Report number: CMS-SUS-21-002, CERN-EP-2022-031This Letter presents a search for direct production of charginos and neutralinos via electroweak interactions. The results are based on data from proton-proton collisions at a center-of-mass energy of 13 TeV collected with the CMS detector at the LHC, corresponding to an integrated luminosity of 137 fb^{-1}. The search considers final states with large missing transverse momentum and pairs of hadronically decaying bosons WW, WZ, and WH, where H is the Higgs boson. These bosons are identified using novel algorithms. No significant excess of events is observed relative to the expectations from the standard model. Limits at the 95% confidence level are placed on the cross section for production of mass-degenerate wino-like supersymmetric particles χ~±1 and χ~02, and mass-degenerate higgsino-like supersymmetric particles χ~±1, χ~02, and χ~03. In the limit of a nearly-massless lightest supersymmetric particle χ~01, wino-like particles with masses up to 870 and 960 GeV are excluded in the cases of χ~02 → Zχ~01 and χ~02 → Hχ~01, respectively, and higgsino-like particles are excluded between 300 and 650 GeV.SCOAP3
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Search for new heavy resonances decaying to WW, WZ, ZZ, WH, or ZH boson pairs in the all-jets final state in proton-proton collisions at s = 13 TeV
- Author
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- Aarup Petersen H
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- Zecchinelli AG
- Zeuner WD
- Zghiche A
- Zhang F
- Zhang H
- Zhang J
- Zhang L
- Zhang W
- Zhang Y
- Zhang Y
- Zhao J
- Zhizhin I
- Zhokin A
- Zhu RY
- Ziemons T
- Zimermmane Castro Santos A
- Zipper N
- Zisopoulos I
- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zotto P
- Zotz A
- Zou R
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Zygala L
- Álvarez Fernández A
- Özçelik Ö
- Publication venue
- Elsevier
- Publication date
- 26/02/2023
- Field of study
A preprint version of this article is available at arXiv:2210.00043v2 [hep-ex], https://arxiv.org/abs/2210.00043v2 . Comments: Replaced with the published version. Added the journal reference and the DOI. All the figures and tables, including additional supplementary figures, can be found at https://cms-results.web.cern.ch/cms-results/public-results/publications/B2G-20-009 (CMS Public Pages). Report number: CMS-B2G-20-009, CERN-EP-2022-152.Data availability: see: https://cms-results.web.cern.ch/cms-results/public-results/publications/B2G-20-009 .A search for new heavy resonances decaying to WW, WZ, ZZ, WH, or ZH boson pairs in the all-jets final state is presented. The analysis is based on proton-proton collision data recorded by the CMS detector in 2016-2018 at a centre-of-mass energy of 13 TeV at the CERN LHC, corresponding to an integrated luminosity of 138 fb^{-1}. The search is sensitive to resonances with masses between 1.3 and 6 TeV, decaying to bosons that are highly Lorentz-boosted such that each of the bosons forms a single large-radius jet. Machine learning techniques are employed to identify such jets. No significant excess over the estimated standard model background is observed. A maximum local significance of 3.6 standard deviations, corresponding to a global significance of 2.3 standard deviations, is observed at masses of 2.1 and 2.9 TeV. In a heavy vector triplet model, spin-1 Z' and W' resonances with masses below 4.8 TeV are excluded at the 95% confidence level (CL). These limits are the most stringent to date. In a bulk graviton model, spin-2 gravitons and spin-0 radions with masses below 1.4 and 2.7 TeV, respectively, are excluded at 95% CL. Production of heavy resonances through vector boson fusion is constrained with upper cross section limits at 95% CL as low as 0.1 fb.SCOAP3
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- Author
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- Aarup Petersen H
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- Zoi I
- Zolkapli Z
- Zorbakir IS
- Zorbilmez C
- Zotto P
- Zotz A
- Zou R
- Zucchetta A
- Zumerle G
- Zuo X
- Zuolo D
- Zygala L
- Publication venue
- Springer Nature on behalf of SISSA
- Publication date
- 30/01/2024
- Field of study
A preprint version of the article is available at arXiv:2308.01253v2 [hep-ex], https://arxiv.org/abs/2308.01253v2 . Comments: Replaced with the published version. Added the journal reference and the DOI. All the figures and tables can be found at https://cms-results.web.cern.ch/cms-results/public-results/publications/HIG-22-009 (CMS Public Pages). Report number: CMS-HIG-22-009, CERN-EP-2023-110.A measurement of the Higgs boson (H) production via vector boson fusion (VBF) and its decay into a bottom quark-antiquark pair (bb¯) is presented using proton-proton collision data recorded by the CMS experiment at s√ = 13 TeV and corresponding to an integrated luminosity of 90.8 fb−1. Treating the gluon-gluon fusion process as a background and constraining its rate to the value expected in the standard model (SM) within uncertainties, the signal strength of the VBF process, defined as the ratio of the observed signal rate to that predicted by the SM, is measured to be μqqHHbb¯ = 1.01 +0.55−0.46. The VBF signal is observed with a significance of 2.4 standard deviations relative to the background prediction, while the expected significance is 2.7 standard deviations. Considering inclusive Higgs boson production and decay into bottom quarks, the signal strength is measured to be μincl.Hbb¯ = 0.99 +0.48−0.41, corresponding to an observed (expected) significance of 2.6 (2.9) standard deviations.SCOAP3, STFC; Marie-Curie program and the European Research Council and Horizon 2020 Gran
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