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Improved measurement of the strong-phase difference δDKπ in quantum-correlated DD¯ decays
by
Zhang, Z. Y
, Guo, Y. P
, Fritsch, M
, Keshk, I. K
, Yu, C. X
, Qiu, J. F
, Chang, W. L
, Xiang, T
, Destefanis, M
, Zhao, Q
, Li, Xiaoyu
, Liang, H
, Xiao, G. Y
, Wang, T. J
, Dong, M. Y
, Larin, P
, Yan, F
, Liu, Y. B
, Zhao, G
, Han, W. Y
, Xu, Q. J
, Zhao, J
, Hüsken, N
, Cossio, F
, Schnier, C
, Sun, H. K
, Jeong, J. H
, Lu, F. X
, Lei, Z. H
, Bai, X. H
, Yan, L
, Liu, Y
, Mangoni, A
, Liu, X
, Libby, J
, Liu, T
, Zhao, Ling
, Kühn, W
, Liu, Q
, Sun, S. S
, Liu, L
, Lyu, Y. F
, Jin, S
, Cibinetto, G
, Jang, E
, Jiang, H. B
, Jin, Y
, Yang, Y. X
, He, K. K
, Schelhaas, Y
, Zhang, P
, Heng, Y. K
, Redmer, C. F
, Xu, G. F
, Yu, B. X
, Zhang, Y
, Gao, Y. N
, Bertani, M
, Sang, H. S
, Hou, G. Y
, Liu, H
, Zhao, J. Z
, Chen, Y. B
, Liu, K
, Wiedner, U
, Zhao, J. Y
, Zou, B. S
, Liu, C. X
, Jia, Z. K
, Nefedov, Y
, Liu, D
, Zhu, K. J
, Shi, J. Y
, Jiang, S. S
, Imoehl, W
, Ke, B. C
, Batozskaya, V
, Huang, L. Q
, Zhang, H
, Adlarson, P
, Qi, M
, Chen, M. L
, Jaeger, S
, Tat, M
, Qin, J. J
, Zhang, Y. H
, Xiao, S. Y
, Zhong, X
, Xie, Z. P
, Dai, H. L
, Li, H. B
, Lyu, X. R
, Liu, B. J
, Chen, X. R
, Li, H. J
, He, K. L
, Li, H. N
, Chen, X. T
, Zhang, Y. T
, Yu, X. D
in
Asymmetry
/ Decay
/ Eigenvectors
/ Fractions
/ Luminosity
/ Phase shift
/ Rapid prototyping
/ Sensitivity analysis
/ Tags
/ Uncertainty
2022
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Improved measurement of the strong-phase difference δDKπ in quantum-correlated DD¯ decays
by
Zhang, Z. Y
, Guo, Y. P
, Fritsch, M
, Keshk, I. K
, Yu, C. X
, Qiu, J. F
, Chang, W. L
, Xiang, T
, Destefanis, M
, Zhao, Q
, Li, Xiaoyu
, Liang, H
, Xiao, G. Y
, Wang, T. J
, Dong, M. Y
, Larin, P
, Yan, F
, Liu, Y. B
, Zhao, G
, Han, W. Y
, Xu, Q. J
, Zhao, J
, Hüsken, N
, Cossio, F
, Schnier, C
, Sun, H. K
, Jeong, J. H
, Lu, F. X
, Lei, Z. H
, Bai, X. H
, Yan, L
, Liu, Y
, Mangoni, A
, Liu, X
, Libby, J
, Liu, T
, Zhao, Ling
, Kühn, W
, Liu, Q
, Sun, S. S
, Liu, L
, Lyu, Y. F
, Jin, S
, Cibinetto, G
, Jang, E
, Jiang, H. B
, Jin, Y
, Yang, Y. X
, He, K. K
, Schelhaas, Y
, Zhang, P
, Heng, Y. K
, Redmer, C. F
, Xu, G. F
, Yu, B. X
, Zhang, Y
, Gao, Y. N
, Bertani, M
, Sang, H. S
, Hou, G. Y
, Liu, H
, Zhao, J. Z
, Chen, Y. B
, Liu, K
, Wiedner, U
, Zhao, J. Y
, Zou, B. S
, Liu, C. X
, Jia, Z. K
, Nefedov, Y
, Liu, D
, Zhu, K. J
, Shi, J. Y
, Jiang, S. S
, Imoehl, W
, Ke, B. C
, Batozskaya, V
, Huang, L. Q
, Zhang, H
, Adlarson, P
, Qi, M
, Chen, M. L
, Jaeger, S
, Tat, M
, Qin, J. J
, Zhang, Y. H
, Xiao, S. Y
, Zhong, X
, Xie, Z. P
, Dai, H. L
, Li, H. B
, Lyu, X. R
, Liu, B. J
, Chen, X. R
, Li, H. J
, He, K. L
, Li, H. N
, Chen, X. T
, Zhang, Y. T
, Yu, X. D
in
Asymmetry
/ Decay
/ Eigenvectors
/ Fractions
/ Luminosity
/ Phase shift
/ Rapid prototyping
/ Sensitivity analysis
/ Tags
/ Uncertainty
2022
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Do you wish to request the book?
Improved measurement of the strong-phase difference δDKπ in quantum-correlated DD¯ decays
by
Zhang, Z. Y
, Guo, Y. P
, Fritsch, M
, Keshk, I. K
, Yu, C. X
, Qiu, J. F
, Chang, W. L
, Xiang, T
, Destefanis, M
, Zhao, Q
, Li, Xiaoyu
, Liang, H
, Xiao, G. Y
, Wang, T. J
, Dong, M. Y
, Larin, P
, Yan, F
, Liu, Y. B
, Zhao, G
, Han, W. Y
, Xu, Q. J
, Zhao, J
, Hüsken, N
, Cossio, F
, Schnier, C
, Sun, H. K
, Jeong, J. H
, Lu, F. X
, Lei, Z. H
, Bai, X. H
, Yan, L
, Liu, Y
, Mangoni, A
, Liu, X
, Libby, J
, Liu, T
, Zhao, Ling
, Kühn, W
, Liu, Q
, Sun, S. S
, Liu, L
, Lyu, Y. F
, Jin, S
, Cibinetto, G
, Jang, E
, Jiang, H. B
, Jin, Y
, Yang, Y. X
, He, K. K
, Schelhaas, Y
, Zhang, P
, Heng, Y. K
, Redmer, C. F
, Xu, G. F
, Yu, B. X
, Zhang, Y
, Gao, Y. N
, Bertani, M
, Sang, H. S
, Hou, G. Y
, Liu, H
, Zhao, J. Z
, Chen, Y. B
, Liu, K
, Wiedner, U
, Zhao, J. Y
, Zou, B. S
, Liu, C. X
, Jia, Z. K
, Nefedov, Y
, Liu, D
, Zhu, K. J
, Shi, J. Y
, Jiang, S. S
, Imoehl, W
, Ke, B. C
, Batozskaya, V
, Huang, L. Q
, Zhang, H
, Adlarson, P
, Qi, M
, Chen, M. L
, Jaeger, S
, Tat, M
, Qin, J. J
, Zhang, Y. H
, Xiao, S. Y
, Zhong, X
, Xie, Z. P
, Dai, H. L
, Li, H. B
, Lyu, X. R
, Liu, B. J
, Chen, X. R
, Li, H. J
, He, K. L
, Li, H. N
, Chen, X. T
, Zhang, Y. T
, Yu, X. D
in
Asymmetry
/ Decay
/ Eigenvectors
/ Fractions
/ Luminosity
/ Phase shift
/ Rapid prototyping
/ Sensitivity analysis
/ Tags
/ Uncertainty
2022
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Improved measurement of the strong-phase difference δDKπ in quantum-correlated DD¯ decays
Journal Article
Improved measurement of the strong-phase difference δDKπ in quantum-correlated DD¯ decays
2022
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Overview
The decay D→K-π+ is studied in a sample of quantum-correlated DD¯ pairs, based on a data set corresponding to an integrated luminosity of 2.93 fb-1 collected at the ψ(3770) resonance by the BESIII experiment. The asymmetry between CP-odd and CP-even eigenstate decays into K-π+ is determined to be AKπ=0.132±0.011±0.007, where the first uncertainty is statistical and the second is systematic. This measurement is an update of an earlier study exploiting additional tagging modes, including several decay modes involving a KL0 meson. The branching fractions of the KL0 modes are determined as input to the analysis in a manner that is independent of any strong phase uncertainty. Using the predominantly CP-even tag D→π+π-π0 and the ensemble of CP-odd eigenstate tags, the observable AKππππ0 is measured to be 0.130±0.012±0.008. The two asymmetries are sensitive to rDKπcosδDKπ, where rDKπ and δDKπ are the ratio of amplitudes and phase difference, respectively, between the doubly Cabibbo-suppressed and Cabibbo-favoured decays. In addition, events containing D→K-π+ tagged by D→KS,L0π+π- are studied in bins of phase space of the three-body decays. This analysis has sensitivity to both rDKπcosδDKπ and rDKπsinδDKπ. A fit to AKπ, AKππππ0 and the phase-space distribution of the D→KS,L0π+π- tags yields δDKπ=187.6-9.7+8.9-6.4+5.4∘, where external constraints are applied for rDKπ and other relevant parameters. This is the most precise measurement of δDKπ in quantum-correlated DD¯ decays.
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