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Combined analysis of Belle and Belle II data to determine the CKM angle phi(3) using B+ -> D(K(S)(0)h(+)h(-))h(+) decays

Authors
Abudinen, F.Aggarwal, L.Ahmed, H.Aihara, H.Akopov, N.Al Said, S.Aloisio, A.Ky, N. AnhAsner, D. M.Atmacan, H.Aushev, VAyad, R.Babu, VBacher, S.Baehr, S.Bahinipati, S.Bambade, P.Banerjee, SwBansal, S.Baudot, J.Becker, J.Behera, P. K.Belous, K.Bennett, J., VBernlochner, F. U.Bertemes, M.Bertholet, E.Bessner, M.Bettarini, S.Bianchi, F.Bilka, T.Biswas, D.Bobrov, A.Bodrov, D.Bonvicini, G.Borah, J.Bozek, A.BraCko, M.Branchini, P.Briere, R. A.Browder, T. E.Budano, A.Bussino, S.Campajola, M.Cao, L.Casarosa, G.Cecchi, C.Cervenkov, D.Cheema, P.Chekelian, VChen, A.Cheon, B. G.Chilikin, K.Chirapatpimol, K.Cho, H-ECho, S-JChoi, S-KChoi, Y.Choudhury, S.Cinabro, D.Corona, L.Cunliffe, S.Czank, T.Das, S.Dattola, F.De La Cruz-Burelo, E.de Marino, G.Maurya, S. K.De Nardo, G.De Nuccio, M.De Pietro, G.de Sangro, R.Destefanis, M.Dey, S.De Yta-Hernandez, A.Dhamija, R.Di Canto, A.Dolezal, Z.Dominguez Jimenez, IDong, T., VDorigo, M.Dossett, D.Dubey, S.Dujany, G.Eliachevitch, M.Epifanov, D.Feichtinger, P.Ferlewicz, D.Fillinger, T.Fiore, S.Fodor, A.Forti, F.Fulsom, B. G.Gabrielli, A.Ganiev, E.Garcia-Hernandez, M.Gaur, VGaz, A.Giordano, R.Giri, A.Glazov, A.Godang, R.Goldenzweig, P.Golob, B.Gradl, W.Graziani, E.Greenwald, D.Gu, T.Guan, Y.Gudkova, K.Guilliams, J.Hadjivasiliou, C.Halder, S.Hara, T.Hartbrich, O.Hayasaka, K.Hayashii, H.Hazra, S.Heredia de la Cruz, IHershenhorn, A.Higuchi, T.Hill, E. C.Hou, W-SHsu, C-LIijima, T.Inami, K.Ishikawa, A.Iwasaki, M.Jacobs, W. W.Jang, E-JJin, Y.Junkerkalefeld, H.Kaliyar, A. B.Kang, K. H.Karl, R.Karyan, G.Kato, Y.Ketter, C.Kiesling, C.Kim, C-HKim, D. Y.Kim, K-HKim, Y-KKinoshita, K.Kodys, P.Koga, T.Kohani, S.Korpar, S.Kovalenko, E.Kraetzschmar, T. M. G.Krizan, P.Krokovny, P.Kuhr, T.Kumar, J.Kumar, M.Kumar, R.Kumara, K.Kuzmin, A.Kwon, Y-JLacaprara, S.Lai, Y-TLa Licata, C.Lanceri, L.Lange, J. S.Leboucher, R.Lee, S. C.Leitl, P.Li, J.Li, S. X.Li Gioi, L.Libby, J.Lieret, K.Liptak, Z.Liu, Q. Y.Liventsev, D.Longo, S.Lueck, T.Lyu, C.Maggiora, M.Maiti, R.Maity, S.Manfredi, R.Manoni, E.Marcello, S.Martini, A.Massaccesi, L.Masuda, M.Matsuoka, K.Matvienko, D.McKenna, J. A.Meier, F.Merola, M.Metzner, F.Milesi, M.Miller, C.Miyabayashi, K.Mizuk, R.Mohanty, G. B.Molina-Gonzalez, N.Moser, H-GMueller, F.Murphy, C.Mussa, R.Nakamura, K. R.Nakano, T.Nakao, M.Naruki, M.Narwal, D.Natochii, A.Nayak, L.Nayak, M.Nazaryan, G.Nisar, N. K.Nishida, S.Nishimura, K.Onishchuk, Y.Ono, H.Oskin, P.Pakhlova, G.Paladino, A.Panta, A.Paoloni, E.Parham, K.Park, S-HPasseri, A.Pathak, A.Patra, S.Pestotnik, R.Piilonen, L. E.Podobnik, T.Pokharel, S.Polat, L.Praz, C.Prell, S.Prencipe, E.Prim, M. T.Purwar, H.Rabusov, A.Rados, P.Raiz, S.Reiter, S.Remnev, M.Ripp-Baudot, IRizzo, G.Rizzuto, L. B.Robertson, S. H.Rohrken, M.Roney, J. M.Rostomyan, A.Rout, N.Sahoo, D.Sanders, D. A.Sandilya, S.Santelj, L.Sato, Y.Savinov, VScavino, B.Schnell, G.Schueler, J.Schwartz, A. J.Seino, Y.Selce, A.Senyo, K.Sevior, M. E.Shapkin, M.Sharma, C.Shillington, T.Shwartz, B.Sibidanov, A.Simon, F.Singh, J. B.Soffer, A.Solovieva, E.Spataro, S.Spruck, B.Stefkova, S.Stottler, Z. S.Stroili, R.Sumisawa, K.Sutcliffe, W.Suzuki, S. Y.Tabata, M.Takizawa, M.Tanida, K.Tenchini, F.Tiwary, R.Tonelli, D.Torassa, E.Trabelsi, K.Uchida, M.Ueda, IUglov, T.Uno, K.Uno, S.Ushiroda, Y.Vahsen, S. E.van Tonder, R.Varvell, K. E.Vinokurova, A.Vitale, L.Wakeling, H. M.Wang, E.Wang, M-ZWang, X. L.Warburton, A.Watanuki, S.Werbycka, O.Wessel, C.Won, E.Yabsley, B. D.Yan, W.Ye, H.Yoshihara, K.Yusa, Y.Zani, L.Zhai, Y.Zhang, Y.Zhilich, VZhou, Q. D.Zhou, X. Y.Zhukova, V., I
Issue Date
Feb-2022
Publisher
SPRINGER
Keywords
B Physics; CKM Angle Gamma; e(-)-e(-) Experiments
Citation
JOURNAL OF HIGH ENERGY PHYSICS, v.2022, no.2
Journal Title
JOURNAL OF HIGH ENERGY PHYSICS
Volume
2022
Number
2
URI
https://scholarworks.bwise.kr/cau/handle/2019.sw.cau/61686
DOI
10.1007/JHEP02(2022)063
ISSN
1126-6708
1029-8479
Abstract
We present a measurement of the Cabibbo-Kobayashi-Maskawa unitarity triangle angle phi(3) (also known as gamma) using a model-independent Dalitz plot analysis of B+ -> D(K(S)(0)h(+)h(-))h(+), where D is either a D-0 or (D) over bar (0) meson and h is either a pi or K. This is the first measurement that simultaneously uses Belle and Belle II data, combining samples corresponding to integrated luminosities of 711 fb(-1) and 128 fb(-1), respectively. All data were accumulated from energy-asymmetric e(+)e(-) collisions at a centre-of-mass energy corresponding to the mass of the Upsilon(4S) resonance. We measure phi(3) = (78.4 +/- 11.4 +/- 0.5 +/- 1.0)degrees, where the first uncertainty is statistical, the second is the experimental systematic uncertainty and the third is from the uncertainties on external measurements of the D-decay strong-phase parameters.
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