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Measurement ofαsfrom energy-energy correlations at theZ0resonance

Authors :
G. Baranko
S. L. White
E. Church
T. Junk
S. Hedges
R. S. Panvini
A. W. Weidemann
R. J. Belcinski
W. J. Wisniewski
R.J. Plano
L.S. Rochester
Y. Iwasaki
T. L. Usher
H. Park
S. J. Yellin
N.M. Krishna
R. Prepost
P.F. Jacques
M. Kowitt
Piero Giorgio Verdini
M. Pauluzzi
J. D. Richman
Giancarlo Mantovani
J. Va’vra
H. Hwang
D. G. Hitlin
D. J. Sherden
T. Nagamine
Nicola Bacchetta
D. O. Caldwell
R. S. Kofler
D. W. G. S. Leith
Koya Abe
G. Eigen
A. D'Oliverira
P. Coyle
E. Torrance
Roberto Battiston
C. Baltay
A. S. Johnson
H. Masuda
P. C. Rowson
Philip Burrows
H. Yuta
J. M. Yamartino
W. A. Majid
Stephen Watts
J. A. Coller
Shiro Suzuki
T. Hansl-Kozanecka
M. Nussbaum
G. Mueller
J. Carr
S. Smith
Wit Busza
K. T. Pitts
Melody A. Swartz
P. Saez
R. Steiner
G. Blaylock
S. Gonzalez
J.P. Venuti
B. Camanzi
Hyun-Chul Kim
J. A. Snyder
D. J. Mellor
G. Mancinelli
P. M. Mockett
M. Langston
A. Lu
M. H. Kelsey
I. Stockdale
O. Bardon
Maurizio Biasini
D. L. Burke
C.J.S. Damerell
R. J. Wilson
Michael S. Witherell
S. Kaiser
Michael J. Fero
J. Ma
G. Agnew
B. Meadows
R. Cotton
X. Liu
W. M. Bugg
S. S. Hertzbach
V. Cook
R. de Sangro
Joseph Izen
K. Furuno
M. Carpinelli
G. H. Zapalac
Yukio Hasegawa
K.C. Moffeit
U. Schneekloth
I. Karliner
M. G. Strauss
Dominik Müller
L. Servoli
T. Maruyama
J.I. Friedman
A. Seiden
M. Cavalli-Sforza
G. Hallewell
Henry W. Kendall
G. B. Word
Elliot Hughes
F. Suekane
S. L. Shapiro
J. Wyss
C. C. Young
U. Nauenberg
G. M. Bilei
G. R. Bower
L. Chen
D. G. Coyne
T. H. Burnett
James Shank
Amitabh Lath
A. Gillman
J. J. Thaler
R. Claus
R. K. Yamamoto
B. I. Eisenstein
C. Zeitlin
M. H. Shaevitz
Andrea Castro
A. K. Honma
R.D. Elia
M. D. Hildreth
G. E. Gladding
O. H. Saxton
T. Bolton
R. H. Schindler
Sridhara Dasu
Roberto Dell'Orso
H. R. Band
A. Szumilo
L. Piemontese
Gilbert Shapiro
Thomas W. Markiewicz
J. Rothberg
I. Abt
Alberto Benvenuti
M. Kalelkar
R. Verdier
W. W. Ash
Enrico Pieroni
E. L. Hart
H. Kawahara
Fred Wickens
R. Kroeger
J. E. Brau
P. Zucchelli
Dario Bisello
J. F. Labs
S. Willocq
A. Calcaterra
A. O. Bazarko
T. Schalk
J. F. McGowan
T. W. Reeves
H. L. Lynch
H. M. Steiner
C. Vannini
S. H. Williams
N. Toge
D.C. Schultz
T. Bienz
A. Sugiyama
P. De Simone
M.D. Sokoloff
R. King
J. J. Russell
Y. C. Du
J. A. Lauber
W. Dunwoodie
L.S. Osborne
M. Loreti
J. A. Jaros
John Scott Whitaker
J. Quigley
D. Aston
R. A. Johnson
A. Santocchia
T. Takahashi
L. Rosenson
F. E. Taylor
D. Calloway
Stephen Robert Wagner
B. N. Ratcliff
C. Simopoulos
M.E. Huffer
J. R. Bogart
P. E. Stamer
C. Fan
T.J. Pavel
R. Frey
S. De Simone
F. Perrier
G. B. Chadwick
J. R. Johnson
R. Kajikawa
P. D. Acton
P. C. Kim
I. M. Peruzzi
R. E. Cassell
P.E. Rensing
R. Cowan
A. Bean
Yeong-Dae Kwon
A. P. Waite
K.G. Baird
B. Mours
David A. Williams
A. K. McKemey
B. A. Schumm
J. D. Turk
S. Manly
H. A. Neal
Richard Dubois
Michele Gallinaro
R. W. Zdarko
M.E. King
R. Messner
E. Vella
J. Huber
M. Petradza
M. Turcotte
R. Ben-David
J. Zhou
M. Woods
Rino Castaldi
H. O. Cohn
G. D. Punkar
M. Tecchio
R. J. Morrison
L. Pescara
D. C. Williams
Martin Breidenbach
C. Y. Prescott
D. Su
E. Mazzuícato
M. Piccolo
K. Hasegawa
Source :
Physical Review D. 50:5580-5590
Publication Year :
1994
Publisher :
American Physical Society (APS), 1994.

Abstract

We determine the strong coupling ${\mathrm{\ensuremath{\alpha}}}_{\mathit{s}}$ from a comprehensive study of energy-energy correlations (EEC's) and their asymmetry (AEEC's) in hadronic decays of ${\mathit{Z}}^{0}$ bosons collected by the SLD experiment at SLAC. The data are compared with all four available predictions of QCD calculated up to O(${\mathrm{\ensuremath{\alpha}}}_{\mathit{s}}^{2}$) in perturbation theory, and also with a resummed calculation matched to all four of these calculations. We find large discrepancies between ${\mathrm{\ensuremath{\alpha}}}_{\mathit{s}}$ values extracted from the different O(${\mathrm{\ensuremath{\alpha}}}_{\mathit{s}}^{2}$) calculations. We also find a large renormalization scale ambiguity in ${\mathrm{\ensuremath{\alpha}}}_{\mathit{s}}$ determined from the EEC's using the O(${\mathrm{\ensuremath{\alpha}}}_{\mathit{s}}^{2}$) calculations; this ambiguity is reduced in the case of the AEEC's and is very small when the matched calculations are used. Averaging over all calculations, and over the EEC and AEEC results, we obtain ${\mathrm{\ensuremath{\alpha}}}_{\mathit{s}}$(${\mathit{M}}_{\mathit{Z}}^{2}$)=0.${124}_{\mathrm{\ensuremath{-}}0.004}^{+0.003}$ (expt.) \ifmmode\pm\else\textpm\fi{}0.009 (theory).

Details

ISSN :
05562821
Volume :
50
Database :
OpenAIRE
Journal :
Physical Review D
Accession number :
edsair.doi.dedup.....d617e6fc8b93894d38969d96a600f753
Full Text :
https://doi.org/10.1103/physrevd.50.5580