Search for \(\bar{\Lambda}\)-\(\Lambda\) oscillations in the decay \(J/\psi \to p K^- \bar{\Lambda}+c.c.\)

We report the first search for \(\bar\Lambda\)--\(\Lambda\) oscillations in the decay \(J/\psi \to p K^- \bar{\Lambda} + c.c.\) by analyzing \(1.31\times10^9\) \(J/\psi\) events accumulated with the BESIII detector at the BEPCII collider. The \(J/\psi\) events are produced using \(e^+e^-\) collision...

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Veröffentlicht in:arXiv.org 2023-08
Hauptverfasser: Ablikim, M, Berger, N, Bettoni, D, Cetin, S A, Chang, W L, Dai, H L, Denysenko, I, De Mori, F, Dong, J, Dong, M Y, Fang, J, Gao, Ya, Gilman, A, Heng, Y K, Herold, C, Himmelreich, M, Holtmann, T, Hou, Y R, Huang, L Q, Huang, X T, Imoehl, W, Janchiv, S, Q Ji, Khoukaz, A, Kühn, W, Lavezzi, L, Lei, Z H, Lenz, T, Li, H J, Li, J W, Li, Ke, Li, P R, Li, S Y, Li, W D, Liang, H, Libby, J, Limphirat, A, Liu, B J, Liu, D, Liu, Fang, Liu, Huanhuan, Liu, Huihui, Liu, Shuai, Liu, Z Q, Lu, H J, Luo, M X, Lusso, S, Lyu, X R, Ma, L L, Maggiora, M, Malde, S, Mangoni, A, Marcello, S, Mezzadri, G, Pan, Y, Peng, H P, Prasad, V, Rivetti, A, M Rolo, Rong, G, Schnier, C, Scodeggio, M, Shan, D C, Shen, X Y, Song, Y X, Su, K X, Sun, G X, Sun, J F, Sun, L, Sun, W Y, Tang, J, Teng, J X, Wang, B, Wang, C W, Wang, D Y, Wang, K, Wang, X, Wiedner, U W, Xia, L, Xiao, Z J, Yan, F, Yan, W B, Yan, W C, Yang, H X, Yang, S L, T Yu, Yuan, C Z, Zhang, J W, Zhang, Jiawei, Zhang, X D, Zhang, Y, Zhao, Z G, Zhong, B, Zhong, C, Zhu, A N, Zhu, K, Zhu, K J, Zhu, W J, Zhu, Z A, Zou, B S
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Zusammenfassung:We report the first search for \(\bar\Lambda\)--\(\Lambda\) oscillations in the decay \(J/\psi \to p K^- \bar{\Lambda} + c.c.\) by analyzing \(1.31\times10^9\) \(J/\psi\) events accumulated with the BESIII detector at the BEPCII collider. The \(J/\psi\) events are produced using \(e^+e^-\) collisions at a center of mass energy \(\sqrt{s}= 3.097\)~GeV. No evidence for hyperon oscillations is observed. The upper limit for the oscillation rate of \(\bar\Lambda\) to \(\Lambda\) hyperons is determined to be \(\mathcal{P}(\Lambda)=\frac{\mathcal{B}(J/\psi\to pK^-\Lambda+c.c.)}{\mathcal{B}(J/\psi\to pK^-\bar\Lambda+c.c.)}
ISSN:2331-8422