A complete topological-diagram decomposition for Omega_c^0 weak decays in the SU(3)_F limit is presented, with linear relations to SU(3) irreducible amplitudes and testable isospin and Korner-Pati-Woo sum rules.
Hadronic weak decays of the charmed baryon $\Omega_c$
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abstract
Two-body hadronic weak decays of the charmed baryon $\Omega_c$, including Cabibbo-favored (CF), singly Cabibbo-suppressed (SCS) and doubly Cabibbo-suppressed (DCS) modes, are studied systematically in this work. To estimate nonfactorizable contributions, we work in the pole model for the $P$-wave amplitudes and current algebra for the $S$-wave amplitudes. Among all the channels decaying into a baryon octet and a pseudoscalar meson, $\Omega_c\to \Xi^0\overline{K}^0$ is the only allowed CF mode. The predicted branching fraction of order $3.8\%$ and large and positive decay asymmetry of order $0.50$ indicate that a measurement of this mode in the near future is promising. Proceeding through purely nonfactorizable contributions, the SCS mode $\Omega_c\to\Lambda^0\overline{K}^0$ and DCS mode $\Omega_c\to\Lambda^0 \eta$ are predicted to have branching fractions as large as $0.8\%$ and $0.4\%$, respectively. The two DCS modes $\Omega_c\to\Sigma^0\eta$ and $\Omega_c\to\Lambda^0\pi^0$ are suggested to serve as new physics searching channels for their vanishing SM background.
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Topological diagrams of $\Omega^0_c$ decays in the $SU(3)_F$ limit
A complete topological-diagram decomposition for Omega_c^0 weak decays in the SU(3)_F limit is presented, with linear relations to SU(3) irreducible amplitudes and testable isospin and Korner-Pati-Woo sum rules.