Bounds on the CP asymmetry in b --> sgamma decays.

We have measured the CP asymmetry A(CP) identical with[gamma(b-->sgamma)-gammab-->sgamma)]/[gamma(b-->sgamma)+gamma(b-->sgamma)] to be A(CP) = (-0.079+/-0.108+/-0.022) (1.0+/-0.030), implying that, at 90% confidence level, A(CP) lies between -0.27 and +0.10. These limits...

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Autori principali: Coan, T, Fadeyev, V, Maravin, Y, Narsky, I, Stroynowski, R, Ye, J, Wlodek, T, Artuso, M, Ayad, R, Boulahouache, C, Bukin, K, Dambasuren, E, Karamov, S, Majumder, G, Moneti, G, Mountain, R, Schuh, S, Skwarnicki, T, Stone, S, Viehhauser, G, Wang, J, Wolf, A, Wu, J, Kopp, S, Mahmood, A
Natura: Journal article
Lingua:English
Pubblicazione: 2001
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author Coan, T
Fadeyev, V
Maravin, Y
Narsky, I
Stroynowski, R
Ye, J
Wlodek, T
Artuso, M
Ayad, R
Boulahouache, C
Bukin, K
Dambasuren, E
Karamov, S
Majumder, G
Moneti, G
Mountain, R
Schuh, S
Skwarnicki, T
Stone, S
Viehhauser, G
Wang, J
Wolf, A
Wu, J
Kopp, S
Mahmood, A
author_facet Coan, T
Fadeyev, V
Maravin, Y
Narsky, I
Stroynowski, R
Ye, J
Wlodek, T
Artuso, M
Ayad, R
Boulahouache, C
Bukin, K
Dambasuren, E
Karamov, S
Majumder, G
Moneti, G
Mountain, R
Schuh, S
Skwarnicki, T
Stone, S
Viehhauser, G
Wang, J
Wolf, A
Wu, J
Kopp, S
Mahmood, A
author_sort Coan, T
collection OXFORD
description We have measured the CP asymmetry A(CP) identical with[gamma(b-->sgamma)-gammab-->sgamma)]/[gamma(b-->sgamma)+gamma(b-->sgamma)] to be A(CP) = (-0.079+/-0.108+/-0.022) (1.0+/-0.030), implying that, at 90% confidence level, A(CP) lies between -0.27 and +0.10. These limits rule out some extreme non-standard-model predictions, but are consistent with most, as well as with the standard model.
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spelling oxford-uuid:88e5c91e-d2ee-493a-971f-41545b247ac62022-03-26T22:20:46ZBounds on the CP asymmetry in b --> sgamma decays.Journal articlehttp://purl.org/coar/resource_type/c_dcae04bcuuid:88e5c91e-d2ee-493a-971f-41545b247ac6EnglishSymplectic Elements at Oxford2001Coan, TFadeyev, VMaravin, YNarsky, IStroynowski, RYe, JWlodek, TArtuso, MAyad, RBoulahouache, CBukin, KDambasuren, EKaramov, SMajumder, GMoneti, GMountain, RSchuh, SSkwarnicki, TStone, SViehhauser, GWang, JWolf, AWu, JKopp, SMahmood, AWe have measured the CP asymmetry A(CP) identical with[gamma(b-->sgamma)-gammab-->sgamma)]/[gamma(b-->sgamma)+gamma(b-->sgamma)] to be A(CP) = (-0.079+/-0.108+/-0.022) (1.0+/-0.030), implying that, at 90% confidence level, A(CP) lies between -0.27 and +0.10. These limits rule out some extreme non-standard-model predictions, but are consistent with most, as well as with the standard model.
spellingShingle Coan, T
Fadeyev, V
Maravin, Y
Narsky, I
Stroynowski, R
Ye, J
Wlodek, T
Artuso, M
Ayad, R
Boulahouache, C
Bukin, K
Dambasuren, E
Karamov, S
Majumder, G
Moneti, G
Mountain, R
Schuh, S
Skwarnicki, T
Stone, S
Viehhauser, G
Wang, J
Wolf, A
Wu, J
Kopp, S
Mahmood, A
Bounds on the CP asymmetry in b --> sgamma decays.
title Bounds on the CP asymmetry in b --> sgamma decays.
title_full Bounds on the CP asymmetry in b --> sgamma decays.
title_fullStr Bounds on the CP asymmetry in b --> sgamma decays.
title_full_unstemmed Bounds on the CP asymmetry in b --> sgamma decays.
title_short Bounds on the CP asymmetry in b --> sgamma decays.
title_sort bounds on the cp asymmetry in b gt sgamma decays
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