150 research outputs found
Membrane Sigma-Models and Quantization of Non-Geometric Flux Backgrounds
- Author
- A Chatzistavrakidis
- A Dabholkar
- A Henriques
- AI Nesterov
- AS Cattaneo
- AS Cattaneo
- AS Cattaneo
- B Jurčo
- B Jurčo
- B Jurčo
- B Jurčo
- B Jurčo
- C Condeescu
- C Hofman
- C Hull
- C Hull
- C Hull
- C Klimčík
- D Andriot
- D Andriot
- D Lüst
- D Roytenberg
- D Roytenberg
- D Roytenberg
- Dionysios Mylonas
- E Getzler
- G Landi
- I Ellwood
- J Brodzki
- J DeBellis
- J DeBellis
- J Shelton
- JC Baez
- JC Baez
- L Cornalba
- L Takhtajan
- LJ Santharoubane
- M Graña
- M Herbst
- M Herbst
- M Kontsevich
- MA Rieffel
- MR Douglas
- N Halmagyi
- N Ikeda
- N Ikeda
- N Seiberg
- O Hohm
- P Aschieri
- P Bouwknegt
- P Bouwknegt
- P Bouwknegt
- P Grange
- P Schaller
- P Severa
- P-M Ho
- P-M Ho
- Peter Schupp
- R Blumenhagen
- R Blumenhagen
- R Jackiw
- Richard J. Szabo
- RJ Szabo
- RJ Szabo
- T Voronov
- V Kathotia
- V Mathai
- Z-J Liu
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 01/01/2012
- Field of study
We develop quantization techniques for describing the nonassociative geometry
probed by closed strings in flat non-geometric R-flux backgrounds M. Starting
from a suitable Courant sigma-model on an open membrane with target space M,
regarded as a topological sector of closed string dynamics in R-space, we
derive a twisted Poisson sigma-model on the boundary of the membrane whose
target space is the cotangent bundle T^*M and whose quasi-Poisson structure
coincides with those previously proposed. We argue that from the membrane
perspective the path integral over multivalued closed string fields in Q-space
is equivalent to integrating over open strings in R-space. The corresponding
boundary correlation functions reproduce Kontsevich's deformation quantization
formula for the twisted Poisson manifolds. For constant R-flux, we derive
closed formulas for the corresponding nonassociative star product and its
associator, and compare them with previous proposals for a 3-product of fields
on R-space. We develop various versions of the Seiberg-Witten map which relate
our nonassociative star products to associative ones and add fluctuations to
the R-flux background. We show that the Kontsevich formula coincides with the
star product obtained by quantizing the dual of a Lie 2-algebra via convolution
in an integrating Lie 2-group associated to the T-dual doubled geometry, and
hence clarify the relation to the twisted convolution products for topological
nonassociative torus bundles. We further demonstrate how our approach leads to
a consistent quantization of Nambu-Poisson 3-brackets.Comment: 52 pages; v2: references adde
Measurement of the inclusive and dijet cross-sections of b-jets in pp collisions at sqrt(s) = 7 TeV with the ATLAS detector
- Author
- Aad G
- Abbott B
- Abdallah J
- Abdelalim AA
- Abdesselam A
- Abdinov O
- Abi B
- Abolins M
- Abramowicz H
- Abreu H
- Acerbi E
- Acharya BS
- Ackers M
- Adams DL
- Addy TN
- Adelman J
- Aderholz M
- Adomeit S
- Adragna P
- Adye T
- Aefsky S
- Aguilar-Saavedra JA
- Aharrouche M
- Ahlen SP
- Ahles F
- Ahmad A
- Ahsan M
- Aielli G
- Akdogan T
- Akesson TPA
- Akimoto G
- Akimov AV
- Alam MA
- Alam MS
- Albrand S
- Aleksa M
- Aleksandrov IN
- Aleppo M
- Alessandria F
- Alexa C
- Alexander G
- Alexandre G
- Alexopoulos T
- Alhroob M
- Aliev M
- Alimonti G
- Alison J
- Aliyev M
- Allport PP
- Allwood-Spiers SE
- Almenar CC
- Almond J
- Aloisio A
- Alon R
- Alonso A
- Alonso J
- Alviggi MG
- Amako K
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- Yao W-M
- Yao Y
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- Yildiz HD
- Yilmaz M
- Yoosoofmiya R
- Yorita K
- Yoshida R
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- Yurkewicz A
- Zaets VG
- Zaidan R
- Zaitsev AM
- Zajacova Z
- Zalite YK
- Zanello L
- Zarzhitsky P
- Zaytsev A
- Zdrazil M
- Zeitnitz C
- Zeller M
- Zema PF
- Zemla A
- Zendler C
- Zenin AV
- Zenin O
- Zenis T
- Zenonos Z
- Zenz S
- Zerwas D
- Zhan Z
- Zhang D
- Zhang H
- Zhang J
- Zhang X
- Zhang Z
- Zhao L
- Zhao T
- Zhao Z
- Zhemchugov A
- Zheng S
- Zhong J
- Zhou B
- Zhou N
- Zhou Y
- Zhu CG
- Zhu H
- Zhu Y
- Zhuang X
- Zhuravlov V
- Zieminska D
- Zilka B
- Zimmermann R
- Zimmermann S
- Zimmermann S
- Ziolkowski M
- Zitoun R
- Zivkovic L
- Zmouchko VV
- Zobernig G
- Zoccoli A
- Zolnierowski Y
- Zsenei A
- zur Nedden M
- Zutshi V
- Zwalinski L
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- 31/12/2010
- Field of study
The inclusive and dijet production cross-sections have been measured for jets
containing b-hadrons (b-jets) in proton-proton collisions at a centre-of-mass
energy of sqrt(s) = 7 TeV, using the ATLAS detector at the LHC. The
measurements use data corresponding to an integrated luminosity of 34 pb^-1.
The b-jets are identified using either a lifetime-based method, where secondary
decay vertices of b-hadrons in jets are reconstructed using information from
the tracking detectors, or a muon-based method where the presence of a muon is
used to identify semileptonic decays of b-hadrons inside jets. The inclusive
b-jet cross-section is measured as a function of transverse momentum in the
range 20 < pT < 400 GeV and rapidity in the range |y| < 2.1. The bbbar-dijet
cross-section is measured as a function of the dijet invariant mass in the
range 110 < m_jj < 760 GeV, the azimuthal angle difference between the two jets
and the angular variable chi in two dijet mass regions. The results are
compared with next-to-leading-order QCD predictions. Good agreement is observed
between the measured cross-sections and the predictions obtained using POWHEG +
Pythia. MC@NLO + Herwig shows good agreement with the measured bbbar-dijet
cross-section. However, it does not reproduce the measured inclusive
cross-section well, particularly for central b-jets with large transverse
momenta.Comment: 10 pages plus author list (21 pages total), 8 figures, 1 table, final
version published in European Physical Journal
Large-scale unit commitment under uncertainty: an updated literature survey
- Author
- A Ahmadi-Khatir
- A Alqurashi
- A Astorino
- A Baillo
- A Belloni
- A Ben-Tal
- A Ben-Tal
- A Ben-Tal
- A Ben-Tal
- A Ben-Tal
- A Ben-Tal
- A Ben-Tal
- A Borghetti
- A Borghetti
- A Daniildis
- A Eichhorn
- A Frangioni
- A Frangioni
- A Frangioni
- A Frangioni
- A Frangioni
- A Frangioni
- A Frangioni
- A Kalantari
- A Keyhani
- A Løkketangen
- A Marchand
- A Merlin
- A Muñoz
- A Nemirovski
- A Nemirovski
- A Papavasiliou
- A Papavasiliou
- A Papavasilou
- A Philpott
- A Prékopa
- A Prékopa
- A Prékopa
- A Ramos
- A Ruszczyński
- A Ruszczyński
- A Soroudi
- A Street
- A Tuohy
- A Turgeon
- A Upahyay
- A. Frangioni
- AH Mantawy
- AI Cohen
- AI Cohen
- AJ Ardakani
- AJ Conejo
- AJ Conejo
- AJ Conejo
- AJ Conejo
- AJ Mezger
- AJ Wood
- AK David
- AL Diniz
- Andrea Taverna
- ARL Oliveira
- AS Gazafroudi
- AY Abdelaziz
- B Durga Hari Kiran
- B Kocuk
- B Kocuk
- B Lu
- B Saravanan
- B Saravanan
- B Vieira
- B Wang
- B Zhao
- BF Hobbs
- BT Polyak
- BW Kort
- C Bandi
- C Beltran
- C Cardozo
- C Cardozo
- C Corchero
- C d’Ambrosio
- C Gotzes
- C Harris
- C Lee
- C Lemaréchal
- C Lemaréchal
- C Lemaréchal
- C Lemaréchal
- C Lemaréchal
- C Li
- C Liu
- C Liu
- C Liu
- C Sagastizábal
- C Suazo-Martinez
- C Triki
- C Triki
- C Uçkun
- C Wang
- C Wang
- C Zhao
- C Zhao
- C Zhao
- C Zhao
- C-H Chen
- C. Grigg
- CCA Rajan
- CCA Rajan
- CCA Rajan
- Christina Büsing
- CJ Baldwin
- CK Pang
- CK Pang
- CL Tseng
- D Bertsekas
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- D Bertsimas
- D Bertsimas
- D Bertsimas
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- EG Read
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- François V. Louveaux
- FYK Takigawa
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- G Cohen
- G Demartini
- G d’Antonio
- G Laporte
- G Li
- G Liu
- G Morales-España
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- GA Hanasusanto
- GB Dantzig
- GB Sheble
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- GE Alvarez
- GJ Anders
- GS Lauer
- GW Chang
- H Ahmadi
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- H Duo
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- H Heitsch
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- H Higgs
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- I Blanco
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- J Shi
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- JW Chinneck
- K Aoki
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- K Bruninx
- K Chandrasekaran
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- K Cheung
- K Hara
- K Hreinsson
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- KA Juste
- KD Le
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- KP Wong
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- KW Hedman
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- KW Hedman
- KY Huang
- L Adam
- L Bacaud
- L Bahiense
- L Baringo
- L Chen
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- L Ghaoui El
- L Ghaoui El
- L Wang
- L Wu
- L Wu
- L Wu
- L Wu
- L Wu
- L Wu
- L Yang
- LAFM Ferreira
- LL Garver
- LT Anstine
- M Aganagic
- M Amiri
- M Asensio
- M Carrión
- M Fonoberova
- M Fotuhi-Firuzabad
- M Guignard
- M Guignard
- M Kia
- M Madrigal
- M Minoux
- M Minoux
- M Ortega-Vazquez
- M Piekutowki
- M Shafie-Khah
- M Shahidehpour
- M Sudhakaran
- M Tahanan
- M Ventosa
- M Zhou
- M. Tahanan
- Matteo Fischetti
- MH Sendaula
- MJ Feizollahi
- ML Fisher
- MMR Sahebi
- MP Nowak
- MP Nowak
- MP Walsh
- MS Salam
- MV Pereira
- MVF Pereira
- N Gröwe
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- N Kazemzadeh
- NJ Redondo
- NP Padhy
- O Briant
- O Merle du
- O Nilsson
- P Beraldi
- P Carpentier
- P Kall
- P Rocha
- P Tseng
- P Wolfe
- P Xiong
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- PK Singhal
- PO Pineau
- P S Moura
- Q Wang
- Q Wang
- Q Zhai
- Q Zheng
- QP Zheng
- R Baldick
- R Billinton
- R Billinton
- R Brandenberg
- R Henrion
- R Henrion
- R Henrion
- R Henrion
- R Henrion
- R Henrion
- R Henrion
- R Jiang
- R Jiang
- R Jiang
- R Jiang
- R Nayak
- R Nürnberg
- R Rahmaniani
- R Schultz
- R Zorgati
- R-H Liang
- RA Jabr
- RA Jabr
- RA Jabr
- RA Jabr
- RA Jabr
- RA Jabr
- RC Johnson
- RE Bellman
- RH Kerr
- RH Kwon
- RM Slyke van
- RP O’Neill
- RT Rockafellar
- RT Rockafellar
- RT Rockafellar
- Rui Laia
- S Atakan
- S Cerisola
- S Chitra-Selvi
- S Dempe
- S Dempe
- S Fattahi
- S Feltenmark
- S Kuloor
- S Makkonen
- S Mokhtari
- S Moradi
- S Ruzic
- S Salam
- S Salam
- S Senthil-Kumar
- S Séguin
- S Takriti
- S Takriti
- S Takriti
- S Torre de la
- S Trukhanova
- S Vucetic
- S Wong
- S Zaourar
- S Zymler
- S-E Fleten
- SA Gabriel
- SD Bond
- SI Palamarchuk
- SJ Wang
- SK Tong
- SS Oren
- SW Wallace
- T Arnold
- T Dal’Santo
- T Gjengedal
- T González Gradón
- T Li
- T Li
- T Muche
- T Peng
- T Schulze
- T Schulze
- T Shiina
- T Shiina
- TAA Victoire
- Takayuki Shiina
- TAM Sharaf
- TE Bechert
- TK Siu
- TS Dillon
- TW Archibald
- UA Ozturk
- UD Annakkage
- V Guigues
- V Guigues
- V Kaibel
- VK Tumuluru
- VN Dieu
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Ackooij van
- W Fan
- W Ge
- W Oliveira de
- W Oliveira de
- W Oliveira de
- W Pepper
- W Römisch
- W Römisch
- W Römisch
- W Römisch
- W Sifuentes
- W Sifuentes
- W-M Lin
- W. van Ackooij
- Werner Römisch
- WJ Hobbs
- WL Snyder
- X Chen
- X Ding
- X Guan
- X Guan
- X Guan
- X Liu
- X Zhang
- Y Al-Kalaani
- Y An
- Y Dvorkin
- Y Feng
- Y Fu
- Y Fu
- Y Fu
- Y Guan
- Y Huang
- Y Nesterov
- Y Song
- Y Wang
- Y Zhang
- YW Yu
- YY Hsu
- Z Geng
- Z Li
- Z Ouyang
- Z Ouyang
- Z Wu
- Z Yu
- Publication venue
- University of Pisa
- Publication date
- 01/01/2018
- Field of study
The Unit Commitment problem in energy management aims at finding the optimal production schedule of a set of generation units, while meeting various system-wide constraints. It has always been a large-scale, non-convex, difficult problem, especially in view of the fact that, due to operational requirements, it has to be solved in an unreasonably small time for its size. Recently, growing renewable energy shares have strongly increased the level of uncertainty in the system, making the (ideal) Unit Commitment model a large-scale, non-convex and uncertain (stochastic, robust, chance-constrained) program. We provide a survey of the literature on methods for the Uncertain Unit Commitment problem, in all its variants. We start with a review of the main contributions on solution methods for the deterministic versions of the problem, focussing on those based on mathematical programming techniques that are more relevant for the uncertain versions of the problem. We then present and categorize the approaches to the latter, while providing entry points to the relevant literature on optimization under uncertainty. This is an updated version of the paper "Large-scale Unit Commitment under uncertainty: a literature survey" that appeared in 4OR 13(2), 115--171 (2015); this version has over 170 more citations, most of which appeared in the last three years, proving how fast the literature on uncertain Unit Commitment evolves, and therefore the interest in this subject
ERK mediated upregulation of death receptor 5 overcomes the lack of p53 functionality in the diaminothiazole DAT1 induced apoptosis in colon cancer models: efficiency of DAT1 in Ras-Raf mutated cells
- Author
- A Ashkenazi
- A Nesterov
- A Reles
- AA Samatar
- AI Robles
- AT Baines
- B Lin
- B Vogelstein
- CC Harris
- CC Zhang
- CP Baines
- D Ahmed
- D-W Seol
- E Oda
- EA Mroz
- EC Thornborrow
- EF Dunn
- F Bunz
- G Afshar
- G Pan
- GL Yount
- GS Wu
- H Davies
- H Huang
- JM Shields
- JP Sheridan
- K Bosscher De
- K Kannan
- K Magudia
- K Nakano
- K Shenoy
- K. N. Rajasekharan
- KG Drosopoulos
- KGDS Sreejalekshmi
- LD Attardi
- M Brink
- M Holderfield
- M Lee
- M MacFarlane
- M Serrano
- M Strniskova
- M Urist
- MC Moroni
- MD Kaeser
- MS Sheikh
- N Smakman
- NE Thomas
- NR Rodrigues
- PM Chaudhary
- R Romagnoli
- RD Meng
- Reshma Thamkachy
- Rohith Kumar
- S Cagnol
- S Cory
- S Nagata
- S Prasad
- S Sengupta
- S Vasudevan
- SA Thomas
- SA Thomas
- SS Bacus
- Suparna Sengupta
- SV Kyosseva
- T Kuwana
- U Rennefahrt
- WP Roos
- Y Wang
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
Proteoglycan metabolism, cell death and Kashin-Beck Disease
- Author
- AI Nesterov
- AJ Chuck
- B Caterson
- B Kurz
- BR Beecher
- Bruce Caterson
- C Duan
- C Guo
- C Kiani
- C Wang
- Clare E. Hughes
- D Yan
- DA Lee
- E Lucchinetti
- G Chen
- GQ Zhang
- H Zuo
- HA Kim
- HI Roach
- IV Rosin
- J Cao
- J Cao
- J Chen
- J Searle
- J Wang
- J Xu
- J Yang
- J Yang
- JH Chen
- Junling Cao
- K Ahmadi
- K Kuhn
- K Polzer
- L Sokoloff
- L Troeberg
- LH Wang
- LL Kang
- M Hu
- M Leist
- M Wiseman
- National-KBD-Condition-Monitoring-Group
- O Rocha
- P Brenneisen
- P Nicotera
- P Verma
- PH Cao
- Q Zhou
- R Stone
- RJ Nap
- S Hashimoto
- S Laoussadi
- S Li
- Siyuan Li
- SJ Wang
- SJ Wang
- SJ Wang
- SY Li
- TF Yang
- V Kery
- W Dong
- W Wang
- W Yin
- WH Zhang
- X Mo
- XY Li
- Y Wang
- Y Xiong
- Y Xiong
- Y Yue
- YX Zhang
- Z Zamli
- ZM Sun
- Publication venue
- 'Springer Science and Business Media LLC'
- Publication date
- Field of study
A(c)(+) Production and Baryon-to-Meson Ratios in pp and p-Pb Collisions at root S-NN=5.02 TeV at the LHC
- Author
- A G Clai
- Acharya S
- Adamova D
- Adler A
- Adolfsson J
- Agnello M
- Agrawal N
- Ahammed Z
- Ahmad S
- Ahn SU
- Akbar Z
- Akindinov A
- Al-Turany M
- Albuquerque DSD
- Aleksandrov D
- Alessandro B
- Alfanda HM
- Alfaro Molina R
- Ali B
- Ali Y
- Alici A
- Alizadehvandchali N
- Alkin A
- Alme J
- Alt T
- Altenkamper L
- Altsybeev I
- Anaam MN
- Andrei C
- Andreou D
- Andronic A
- Angeletti M
- Anguelov V
- Anticic T
- Antinori F
- Antonioli P
- Apadula N
- Aphecetche L
- Appelshaeuser H
- Arcelli S
- Arnaldi R
- Arratia M
- Arsene IC
- Arslandok M
- Augustinus A
- Averbeck R
- Aziz S
- Azmi MD
- Badala A
- Baek YW
- Bai X
- Bailhache R
- Baillie O Villalobos
- Bala R
- Balbastre G Conesa
- Balbino A
- Baldisseri A
- Ball M
- Banerjee D
- Barbera R
- Barioglio L
- Barlou M
- Barnafoldi GG
- Barnby LS
- Barret V
- Barroso V Chibante
- Bartels C
- Barth K
- Bartsch E
- Baruffaldi F
- Bastid N
- Basu S
- Batigne G
- Batyunya B
- Bauri D
- Bazo Alba JL
- Bearden IG
- Beattie C
- Belikov I
- Bellini F
- Bellwied R
- Belokurova S
- Belyaev V
- Bencedi G
- Beole S
- Bercuci A
- Berdnikov Y
- Berdnikova A
- Berenyi D
- Bergmann L
- Besoiu MG
- Betev L
- Bhaduri PP
- Bhasin A
- Bhat IR
- Bhat MA
- Bhattacharjee B
- Bhattacharya P
- Bianchi A
- Bianchi L
- Bianchi N
- Bielcik J
- Bielcikova J
- Bilandzic A
- Biro G
- Biswas S
- Blair JT
- Blau D
- Blidaru MB
- Blume C
- Boca G
- Bock F
- Bogdanov A
- Boi S
- Bok J
- Boldizsar L
- Bolozdynya A
- Bombara M
- Bonomi G
- Borel H
- Borissov A
- Bossi H
- Botta E
- Bratrud L
- Braun-Munzinger P
- Bregant M
- Broz M
- Bruno GE
- Buckland MD
- Budnikov D
- Buesching H
- Bufalino S
- Bugnon O
- Buhler P
- Buncic P
- Buthelezi Z
- Butt JB
- Bysiak SA
- Caffarri D
- Caliva A
- Calvo Villar E
- Camacho JMM
- Camacho RS
- Camerini P
- Canedo FDM
- Capon AA
- Carnesecchi F
- Caron R
- Castellanos J Castillo
- Casula EAR
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- Chakraborty P
- Chandra S
- Chang W
- Chapeland S
- Chartier M
- Chattopadhyay S
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- Chauvin A
- Cheshkov C
- Cheynis B
- Chinellato DD
- Cho S
- Chochula P
- Christakoglou P
- Christensen CH
- Christiansen P
- Chujo T
- Cicalo C
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- Cindolo F
- Ciupek MR
- Cleymans J
- Colamaria F
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- Colella D
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- Corral G Herrera
- Cortese P
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- Costa F
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- Cuautle E
- Cui P
- Cunqueiro L
- Da Costa H Pereira
- Da Silva AC Oliveira
- Dahms T
- Dainese A
- Damas FPA
- Danisch MC
- Danu A
- Das D
- Das I
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- De Caro A
- de Cataldo G
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- de Cuveland J
- De Falco A
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- De Gruttola D
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- del Valle Z Conesa
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- Di Bari D
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- Ehlers RJ
- Eikeland VN
- Elia D
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- Ersdal MR
- Espagnon B
- Eulisse G
- Evans D
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- Feofilov G
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- Fionda FM
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- Glaessel P
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- Sultanov R
- Sumbera M
- Sumberia V
- Sumowidagdo S
- Swain S
- Szabo A
- Szarka I
- Tabassam U
- Taghavi SF
- Taillepied G
- Takahashi J
- Tambave GJ
- Tang S
- Tang Z
- Tarhini M
- Tarzila MG
- Tauro A
- Telesca A
- Terlizzi L
- Terrevoli C
- Tersimonov G
- Thakur S
- Thomas D
- Thoresen F
- Tieulent R
- Tikhonov A
- Timmins AR
- Tkacik M
- Toia A
- Topilskaya N
- Toppi M
- Torales-Acosta F
- Torres SR
- Trifiro A
- Tripathy S
- Tripathy T
- Trogolo S
- Trombetta G
- Tropp L
- Trubnikov V
- Trzaska WH
- Trzcinski TP
- Trzeciak BA
- Tumkin A
- Turrisi R
- Tveter TS
- Ullaland K
- Umaka EN
- Uras A
- Usai GL
- Uysal A Karasu
- Vala M
- Valle N
- Vallero S
- van der Kolk N
- van Doremalen LVR
- van Leeuwen M
- Vande Vyvre P
- Varga D
- Varga Z
- Varga-Kofarago M
- Vargas A
- Vasileiou M
- Vasiliev A
- Vechernin V
- Vercellin E
- Vermunt L
- Vertesi R
- Verweij M
- Vickovic L
- Vilakazi Z
- Vino G
- Vinogradov A
- Virgili T
- Vislavicius V
- Vodopyanov A
- Voelkl MA
- Volkel B
- Voloshin K
- Voloshin SA
- Volpe G
- von Haller B
- Vorobyev I
- Voscek D
- Vrlakova J
- Wagner B
- Weber M
- Wegrzynek A
- Wenzel SC
- Wessels JP
- Wiechula J
- Wikne J
- Wilk G
- Wilkinson J
- Willems GA
- Willsher E
- Windelband B
- Winn M
- Witt WE
- Wright JR
- Wu Y
- Xu R
- Yalcin S
- Yamaguchi Y
- Yamakawa K
- Yang S
- Yano S
- Yin Z
- Yokoyama H
- Yoo I-K
- Yoon JH
- Yuan S
- Yuncu A
- Yurchenko V
- Zaccolo V
- Zaman A
- Zampolli C
- Zanoli HJC
- Zardoshti N
- Zarochentsev A
- Zavada P
- Zaviyalov N
- Zbroszczyk H
- Zhalov M
- Zhang S
- Zhang X
- Zhang Y
- Zherebchevskii V
- Zhi Y
- Zhou D
- Zhou Y
- Zhu J
- Zhu Y
- Zichichi A
- Zinovjev G
- Zurlo N
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 01/01/2021
- Field of study
The prompt production of the charm baryon Λ_{c}^{+} and the Λ_{c}^{+}/D^{0} production ratios were measured at midrapidity with the ALICE detector in pp and p-Pb collisions at sqrt[s_{NN}]=5.02 TeV. These new measurements show a clear decrease of the Λ_{c}^{+}/D^{0} ratio with increasing transverse momentum (p_{T}) in both collision systems in the range 2<p_{T}<12 GeV/c, exhibiting similarities with the light-flavor baryon-to-meson ratios p/π and Λ/K_{S}^{0}. At low p_{T}, predictions that include additional color-reconnection mechanisms beyond the leading-color approximation, assume the existence of additional higher-mass charm-baryon states, or include hadronization via coalescence can describe the data, while predictions driven by charm-quark fragmentation processes measured in e^{+}e^{-} and e^{-}p collisions significantly underestimate the data. The results presented in this Letter provide significant evidence that the established assumption of universality (colliding-system independence) of parton-to-hadron fragmentation is not sufficient to describe charm-baryon production in hadronic collisions at LHC energies
A(c)(+) Production and Baryon-to-Meson Ratios in pp and p-Pb Collisions at root S-NN=5.02 TeV at the LHC
- Author
- A G Clai
- Acharya S
- Adamova D
- Adler A
- Adolfsson J
- Agnello M
- Agrawal N
- Ahammed Z
- Ahmad S
- Ahn SU
- Akbar Z
- Akindinov A
- Al-Turany M
- Albuquerque DSD
- Aleksandrov D
- Alessandro B
- Alfanda HM
- Alfaro Molina R
- Ali B
- Ali Y
- Alici A
- Alizadehvandchali N
- Alkin A
- Alme J
- Alt T
- Altenkamper L
- Altsybeev I
- Anaam MN
- Andrei C
- Andreou D
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- Angeletti M
- Anguelov V
- Anticic T
- Antinori F
- Antonioli P
- Apadula N
- Aphecetche L
- Appelshaeuser H
- Arcelli S
- Arnaldi R
- Arratia M
- Arsene IC
- Arslandok M
- Augustinus A
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- Aziz S
- Azmi MD
- Badala A
- Baek YW
- Bai X
- Bailhache R
- Baillie O Villalobos
- Bala R
- Balbastre G Conesa
- Balbino A
- Baldisseri A
- Ball M
- Banerjee D
- Barbera R
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- Barlou M
- Barnafoldi GG
- Barnby LS
- Barret V
- Barroso V Chibante
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- Bartsch E
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- Bastid N
- Basu S
- Batigne G
- Batyunya B
- Bauri D
- Bazo Alba JL
- Bearden IG
- Beattie C
- Belikov I
- Bellini F
- Bellwied R
- Belokurova S
- Belyaev V
- Bencedi G
- Beole S
- Bercuci A
- Berdnikov Y
- Berdnikova A
- Berenyi D
- Bergmann L
- Besoiu MG
- Betev L
- Bhaduri PP
- Bhasin A
- Bhat IR
- Bhat MA
- Bhattacharjee B
- Bhattacharya P
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- Bilandzic A
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- Bogdanov A
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- Braun-Munzinger P
- Bregant M
- Broz M
- Bruno GE
- Buckland MD
- Budnikov D
- Buesching H
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- Jaelani S
- Jahnke C
- Jakubowska MJ
- Janik MA
- Janson T
- Jercic M
- Jevons O
- Jin M
- Jonas F
- Jones PG
- Jung J
- Jung M
- Jusko A
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- Kalweit A
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- Kroesen M
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- Krzewicki M
- Kucera V
- Kuhn C
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- Markert C
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- Martinengo P
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- Masoni A
- Massacrier L
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- Mathis AM
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- Mohammadi N
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- Muehlheim D
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- Mulligan JD
- Mulliri A
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- Rustamov A
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- Schukraft J
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- Scomparin E
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- Silvermyr D
- Simatovic G
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- Stylianidis CP
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- Sugitate T
- Suire C
- Suljic M
- Sultanov R
- Sumbera M
- Sumberia V
- Sumowidagdo S
- Swain S
- Szabo A
- Szarka I
- Tabassam U
- Taghavi SF
- Taillepied G
- Takahashi J
- Tambave GJ
- Tang S
- Tang Z
- Tarhini M
- Tarzila MG
- Tauro A
- Telesca A
- Terlizzi L
- Terrevoli C
- Tersimonov G
- Thakur S
- Thomas D
- Thoresen F
- Tieulent R
- Tikhonov A
- Timmins AR
- Tkacik M
- Toia A
- Topilskaya N
- Toppi M
- Torales-Acosta F
- Torres SR
- Trifiro A
- Tripathy S
- Tripathy T
- Trogolo S
- Trombetta G
- Tropp L
- Trubnikov V
- Trzaska WH
- Trzcinski TP
- Trzeciak BA
- Tumkin A
- Turrisi R
- Tveter TS
- Ullaland K
- Umaka EN
- Uras A
- Usai GL
- Uysal A Karasu
- Vala M
- Valle N
- Vallero S
- van der Kolk N
- van Doremalen LVR
- van Leeuwen M
- Vande Vyvre P
- Varga D
- Varga Z
- Varga-Kofarago M
- Vargas A
- Vasileiou M
- Vasiliev A
- Vechernin V
- Vercellin E
- Vermunt L
- Vertesi R
- Verweij M
- Vickovic L
- Vilakazi Z
- Vino G
- Vinogradov A
- Virgili T
- Vislavicius V
- Vodopyanov A
- Voelkl MA
- Volkel B
- Voloshin K
- Voloshin SA
- Volpe G
- von Haller B
- Vorobyev I
- Voscek D
- Vrlakova J
- Wagner B
- Weber M
- Wegrzynek A
- Wenzel SC
- Wessels JP
- Wiechula J
- Wikne J
- Wilk G
- Wilkinson J
- Willems GA
- Willsher E
- Windelband B
- Winn M
- Witt WE
- Wright JR
- Wu Y
- Xu R
- Yalcin S
- Yamaguchi Y
- Yamakawa K
- Yang S
- Yano S
- Yin Z
- Yokoyama H
- Yoo I-K
- Yoon JH
- Yuan S
- Yuncu A
- Yurchenko V
- Zaccolo V
- Zaman A
- Zampolli C
- Zanoli HJC
- Zardoshti N
- Zarochentsev A
- Zavada P
- Zaviyalov N
- Zbroszczyk H
- Zhalov M
- Zhang S
- Zhang X
- Zhang Y
- Zherebchevskii V
- Zhi Y
- Zhou D
- Zhou Y
- Zhu J
- Zhu Y
- Zichichi A
- Zinovjev G
- Zurlo N
- Publication venue
- 'American Physical Society (APS)'
- Publication date
- 01/01/2021
- Field of study
The prompt production of the charm baryon \u39bc+ and the \u39bc+/D0 production ratios were measured at midrapidity with the ALICE detector in pp and p-Pb collisions at sNN=5.02 TeV. These new measurements show a clear decrease of the \u39bc+/D0 ratio with increasing transverse momentum (pT) in both collision systems in the range 2<12 GeV/c, exhibiting similarities with the light-flavor baryon-to-meson ratios p/\u3c0 and \u39b/KS0. At low pT, predictions that include additional color-reconnection mechanisms beyond the leading-color approximation, assume the existence of additional higher-mass charm-baryon states, or include hadronization via coalescence can describe the data, while predictions driven by charm-quark fragmentation processes measured in e+e- and e-p collisions significantly underestimate the data. The results presented in this Letter provide significant evidence that the established assumption of universality (colliding-system independence) of parton-to-hadron fragmentation is not sufficient to describe charm-baryon production in hadronic collisions at LHC energies
Measurement of the transverse momentum distribution of [Z over γ*] bosons in proton-proton collisions at √s = 7 TeV with the ATLAS detector
- Author
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- Zarzhitsky P
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- Zhemchugov A
- Zheng S
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- Zhuravlov V
- Zieminska D
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- Ziolkowski M
- Zitoun R
- Zivkovic L
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- Zobernig G
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- Zolnierowski Y
- Zsenei A
- zur Nedden M
- Zutshi V
- Zwalinski L
- Publication venue
- Elsevier
- Publication date
- 01/01/2011
- Field of study
A measurement of the [Z over γ*] transverse momentum (p[Z over T]) distribution in proton–proton collisions at √s = 7 TeV is presented using [Z over γ*] →e[superscript +]e[superscript −] and [Z over γ*] →μ[superscript +]μ[superscript −] decays collected with the ATLAS detector in data sets with integrated luminosities of 35 pb[superscript −1] and 40 pb[superscript −1], respectively. The normalized differential cross sections are measured separately for electron and muon decay channels as well as for their combination up to p[Z over T] of 350 GeV for invariant dilepton masses 66 GeV<m[subscript ℓℓ]<116 GeV. The measurement is compared to predictions of perturbative QCD and various event generators. The prediction of resummed QCD combined with fixed order perturbative QCD is found to be in good agreement with the data.United States. Dept. of EnergyNational Science Foundation (U.S.)Brookhaven National LaboratoryEuropean Organization for Nuclear Researc
Performance of the ATLAS Trigger System in 2010
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- Zalite YK
- Zanello L
- Zarzhitsky P
- Zaytsev A
- Zeitnitz C
- Zeller M
- Zemla A
- Zendler C
- Zenin AV
- Zenin O
- Zenis T
- Zenonos Z
- Zenz S
- Zerwas D
- Zhan Z
- Zhang D
- Zhang H
- Zhang J
- Zhang X
- Zhang Z
- Zhao L
- Zhao T
- Zhao Z
- Zhemchugov A
- Zheng S
- Zhong J
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- Zhou Y
- Zhu CG
- Zhu H
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- Zhuravlov V
- Zieminska D
- Zimmermann R
- Zimmermann S
- Zimmermann S
- Ziolkowski M
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- Zmouchko VV
- Zobernig G
- Zoccoli A
- Zolnierowski Y
- Zsenei A
- zur Nedden M
- Zutshi V
- Zwalinski L
- Publication venue
- Springer
- Publication date
- 01/12/2011
- Field of study
Proton-proton collisions at sqrt{s} = 7 TeV and heavy ion collisions at sqrt{s_NN} = 2.76 TeV were produced by the LHC and recorded using the ATLAS experiment's trigger system in 2010. The LHC is designed with a maximum bunch crossing rate of 40 MHz and the ATLAS trigger system is designed to record approximately 200 of these per second. The trigger system selects events by rapidly identifying signatures of muon, electron, photon, tau lepton, jet, and B meson candidates, as well as using global event signatures, such as missing transverse energy. An overview of the ATLAS trigger system, the evolution of the system during 2010 and the performance of the trigger system components and selections based on the 2010 collision data are shown. A brief outline of plans for the trigger system in 2011 is presente
Suppression in Pb-Pb Collisions at the LHC.
- Author
- Acharya S
- Adamová D
- Adler A
- Aglieri Rinella G
- Agnello M
- Agrawal N
- Ahammed Z
- Ahmad S
- Ahn SU
- Ahuja I
- Akindinov A
- Al-Turany M
- Aleksandrov D
- Alessandro B
- Alfanda HM
- Alfaro Molina R
- Ali B
- ALICE Collaboration
- Alici A
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The production of the ψ(2S) charmonium state was measured with ALICE in Pb-Pb collisions at sqrt[s_{NN}]=5.02 TeV, in the dimuon decay channel. A significant signal was observed for the first time at LHC energies down to zero transverse momentum, at forward rapidity (2.5<y<4). The measurement of the ratio of the inclusive production cross sections of the ψ(2S) and J/ψ resonances is reported as a function of the centrality of the collisions and of transverse momentum, in the region p_{T}<12 GeV/c. The results are compared with the corresponding measurements in pp collisions, by forming the double ratio [σ^{ψ(2S)}/σ^{J/ψ}]_{Pb-Pb}/[σ^{ψ(2S)}/σ^{J/ψ}]_{pp}. It is found that in Pb-Pb collisions the ψ(2S) is suppressed by a factor of ∼2 with respect to the J/ψ. The ψ(2S) nuclear modification factor R_{AA} was also obtained as a function of both centrality and p_{T}. The results show that the ψ(2S) resonance yield is strongly suppressed in Pb-Pb collisions, by a factor of up to ∼3 with respect to pp. Comparisons of cross section ratios with previous Super Proton Synchrotron findings by the NA50 experiment and of R_{AA} with higher-p_{T} results at LHC energy are also reported. These results and the corresponding comparisons with calculations of transport and statistical models address questions on the presence and properties of charmonium states in the quark-gluon plasma formed in nuclear collisions at the LHC
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