4.4 Article

Differential top-antitop cross-section measurements as a function of observables constructed from final-state particles using pp collisions at √s=7 TeV in the ATLAS detector

Journal

JOURNAL OF HIGH ENERGY PHYSICS
Volume -, Issue 6, Pages -

Publisher

SPRINGER
DOI: 10.1007/JHEP06(2015)100

Keywords

Hadron-Hadron Scattering; Top physics

Funding

  1. Anapests, Argentina
  2. YerPhI, Armenia
  3. ARC, Australia
  4. BMWFW, Austria
  5. FWF, Austria
  6. ANAS, Azerbaijan
  7. SSTC, Belarus
  8. CNPq, Brazil
  9. FAPESP, Brazil
  10. NSERC, Canada
  11. NRC, Canada
  12. CFI, Canada
  13. CERN
  14. CONICYT, Chile
  15. CAS, China
  16. MOST, China
  17. NSFC, China
  18. COLCIENCIAS, Colombia
  19. MSMT CR, Czech Republic
  20. MPO CR, Czech Republic
  21. VSC CR, Czech Republic
  22. DNRF, Denmark
  23. DNSRC, Denmark
  24. Lundbeck Foundation, Denmark
  25. EPLANET, European Union
  26. ERC, European Union
  27. NSRF, European Union
  28. IN2P3-CNRS, France
  29. CEA-DSM/IRFU, France
  30. GNSF, Georgia
  31. BMBF, Germany
  32. DFG, Germany
  33. HGF, Germany
  34. MPG, Germany
  35. AvH Foundation, Germany
  36. GSRT, Greece
  37. NSRF, Greece
  38. ISF, Israel
  39. MINERVA, Israel
  40. GIF, Israel
  41. I-CORE, Israel
  42. Benoziyo Center, Israel
  43. INFN, Italy
  44. MEXT, Japan
  45. JSPS, Japan
  46. CNRST, Morocco
  47. FOM, Netherlands
  48. NWO, Netherlands
  49. BRF, Norway
  50. RCN, Norway
  51. MNiSW, Poland
  52. NCN, Poland
  53. GRICES, Portugal
  54. FCT, Portugal
  55. MNE/IFA, Romania
  56. MES of Russia, Russian Federation
  57. ROSATOM, Russian Federation
  58. JINR
  59. MSTD, Serbia
  60. MSSR, Slovakia
  61. ARRS, Slovenia
  62. MIZS, Slovenia
  63. DST/NRF, South Africa
  64. MINECO, Spain
  65. SRC, Sweden
  66. Wallenberg Foundation, Sweden
  67. SER, Switzerland
  68. SNSF, Switzerland
  69. Canton of Bern, Switzerland
  70. Canton of Geneva, Switzerland
  71. NSC, Taiwan
  72. TAEK, Turkey
  73. STFC, United Kingdom
  74. Royal Society, United Kingdom
  75. Leverhulme Trust, United Kingdom
  76. DOE, United States of America
  77. NSF, United States of America
  78. Science and Technology Facilities Council [ST/K000705/1, ST/N000420/1, ST/J005576/1, ST/K001310/1 LHCb Upgrades, ST/M006980/1 ATLAS Upgrades, ST/K001388/1, ST/I000186/1, ST/I006080/1, ST/N000307/1, ST/J004928/1, PP/E003087/1, ST/H00100X/2, ST/L001144/1, ST/M004821/1, PP/E002846/1, ST/L000326/1, ST/M001733/1, ST/J00474X/1 ATLAS Upgrades, ST/K001310/1, PP/E000444/1, 1201187, 1082012, GRIDPP, ST/K00073X/1, ST/M002306/1, ST/L001179/1 ATLAS Upgrade, ST/K001310/1 ATLAS Upgrades, ST/K001361/1 ATLAS Upgrades, ST/I006056/1 ATLAS Upgrade, ST/I006056/1 ATLAS Upgrades, PP/E000355/1, ST/K50208X/1, ST/J005487/1, ST/J004928/1 ATLAS Upgrades, ST/H00100X/1, ST/L000970/1, ST/K001361/1 LHCb, ST/J004928/1 ATLAS Upgrade, ST/L003511/1, ST/K001310/1 LHCb, ST/K001426/1 ATLAS, ST/K00140X/1, 1575161, ST/K001329/1, ATLAS, ST/K001418/1, ST/I006056/1, ST/M001504/1, ST/J004944/1, 1366364, ST/N000277/1, ST/L003414/1, ST/H001093/2, ST/N000463/1, ST/L001179/1, ST/K00137X/1, ST/L001209/1 ATLAS Upgrades, ST/G502320/1, ST/M001431/1, ST/I00372X/1 GRIDPP, ST/K001361/1 MINOS/MINOS+, ST/L000970/1 ATLAS Upgrades, ST/M004821/1 GRIDPP, ST/L003325/1, ST/I00372X/1, ST/J00474X/1, PP/E000347/1, ST/K001361/1 LHCb Upgrades, ST/L003112/1, ST/L00352X/1, ST/H001093/1, ST/K001361/1, ST/K001302/1, ST/K001264/1 ATLAS, ST/I005803/1 GRIDPP, ST/M000761/1, ST/K001248/1, ST/K001361/1 ATLAS, ST/M003213/1, ST/G50228X/1, ST/L001195/1, ST/M001407/1, ST/M002306/1 ATLAS Upgrades, ST/L000970/1 ATLAS Upgrade, ST/K001396/1 ATLAS, ST/I000178/1, ST/K003658/1 GRIDPP, ST/M006980/1, ST/M002071/1 ATLAS Upgrades, 1521422, PP/D002915/1, ST/J005525/1, ST/M001474/1, ST/M000664/1, ST/J501074/1, ST/K003658/1, ST/L001179/1 ATLAS Upgrades, ST/M503575/1, ST/I005803/1, ST/L006480/1, ST/M007103/1 ATLAS Upgrades, ST/K001310/1 ATLAS] Funding Source: researchfish
  79. ICREA Funding Source: Custom
  80. STFC [ST/H001093/1, ST/L001195/1, ST/I006080/1, ST/G502320/1, ST/L003414/1, ST/L001179/1, ST/K003658/1, ST/I00372X/1, ST/J004928/1, PP/E002846/1, PP/E000355/1, ST/K50208X/1, ST/H00100X/1, ST/L001144/1, ST/H00100X/2, PP/E000347/1, ST/L006480/1, ST/I006056/1, ST/K00137X/1, ST/K00073X/1, ST/K001248/1, ST/G50228X/1, ST/H001093/2, ST/M001431/1, ST/K001329/1, ST/M001733/1, ST/K001388/1, ST/I000178/1, ST/L003112/1, ST/I000186/1, PP/E003087/1, ST/I005803/1, ST/N000277/1, ST/K001361/1, ST/L000970/1, ST/M000664/1, ST/J005576/1, ST/M000761/1, ST/L00352X/1, ST/M503575/1, ST/M002306/1, ST/L003511/1, ST/K001302/1, ST/L003325/1, ST/J004944/1, ST/K00140X/1, ST/M001504/1, ST/J00474X/1, ST/N000463/1, ST/J501074/1, ST/L000326/1, ST/M006980/1, ST/M001407/1, ST/K000705/1, ST/J005525/1, ST/J005487/1, ST/N000307/1, ST/N000420/1, ST/M003213/1, PP/D002915/1, ST/M004821/1] Funding Source: UKRI
  81. Division Of Physics
  82. Direct For Mathematical & Physical Scien [1119200, 1506173] Funding Source: National Science Foundation

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Various differential cross-sections are measured in top-quark pair (t (t) over bar) events produced in proton-proton collisions at a centre-of-mass energy of root s = 7 TeV at the LHC with the ATLAS detector. These differential cross-sections are presented in a data set corresponding to an integrated luminosity of 4.6 fb(-1). The differential cross-sections are presented in terms of kinematic variables, such as momentum, rapidity and invariant mass, of a top-quark proxy referred to as the pseudo-top-quark as well as the pseudo-top-quark pair system. The dependence of the measurement on theoretical models is minimal. The measurements are performed on tt events in the lepton+jets channel, requiring exactly one charged lepton and at least four jets with at least two of them tagged as originating from a b-quark. The hadronic and leptonic pseudo-top-quarks are defined via the leptonic or hadronic decay mode of the W boson produced by the top-quark decay in events with a single charged lepton. Differential cross-section measurements of the pseudo-top-quark variables are compared with several Monte Carlo models that implement next-to-leading order or leading-order multi-leg matrix-element calculations.

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