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Aaij, R, Beteta, C Abellan, Adeva, B, Adinolfi, M, Aidala, CA, Ajaltouni, Z, Akar, S, Albicocco, P, Albrecht, J, Alessio, F et al (show 834 more authors) , Alexander, M, Albero, A Alfonso, Alkhazov, G, Cartelle, P Alvarez, Alves, AA Jr, Amato, S, Amerio, S, Amhis, Y, An, L, Anderlini, L, Andreassi, G, Andreotti, M, Andrews, JE, Archilli, F, d'Argent, P, Romeu, J Arnau, Artamonov, A, Artuso, M, Arzymatov, K, Aslanides, E, Atzeni, M, Audurier, B, Bachmann, S, Back, JJ, Baker, S, Balagura, V, Baldini, W, Baranov, A, Barlow, RJ, Barrand, GC, Barsuk, S, Barter, W, Bartolini, M, baryshnikov, F, Batozskaya, V, Batsukh, B, Battig, A, Battista, V, Bay, A, Beddow, J, Bedeschi, F, Bediaga, I, Beiter, A, Bel, LJ, Belin, S, Beliy, N, Bellee, V, Belloli, N, Belous, K, Belyaev, I, Ben-Haim, E, Bencivenni, G, Benson, S, Beranek, S, Berezhnoy, A, Bernet, R, Berninghoff, D, Bertholet, E, Bertolin, A, Betancourt, C, Betti, F, Bettler, MO, van Beuzekom, M, Bezshyiko, Ia, Bhasin, S, Bhom, J, Bifani, S, 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(2021)
Measurement of the CKM angle γ and Bs0-B<overbar></mml:mover>s0 mixing frequency with Bs0→Ds∓h±π±π<mml:mo>∓ decays.
JOURNAL OF HIGH ENERGY PHYSICS, 03 (3).
137-.
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Abstract
The CKM angle $\gamma$ is measured for the first time from mixing-induced
$CP$ violation between $B^0_s \rightarrow D_s^\mp K^\pm \pi^\pm \pi^\mp$ and
$\bar{B}^0_s \rightarrow D_s^\pm K^\mp \pi^\mp \pi^\pm$ decays reconstructed in
proton-proton collision data corresponding to an integrated luminosity of 9
${\rm fb}^{-1}$ recorded with the LHCb detector. A time-dependent amplitude
analysis is performed to extract the $CP$-violating weak phase
$\gamma-2\beta_s$ and, subsequently, $\gamma$ by taking the
$B^0_s$-$\bar{B}^0_s$ mixing phase $\beta_{s}$ as an external input. The
measurement yields $\gamma = (44 \pm 12)^\circ$ modulo $180^\circ$, where
statistical and systematic uncertainties are combined. An alternative
model-independent measurement, integrating over the five-dimensional phase
space of the decay, yields $\gamma = (44^{\,+\,20}_{\,-\,13})^\circ$ modulo
$180^\circ$. Moreover, the $B^0_s$-$\bar{B}^0_s$ oscillation frequency is
measured from the flavour-specific control channel $B^0_s \rightarrow D_s^-
\pi^+ \pi^+ \pi^-$ to be $\Delta m_s = (17.757 \pm 0.007 \,({\rm stat.}) \pm
0.008 \,({\rm syst.})) \text{ps}^{-1}$, consistent with and more precise than
the current world-average value.