On the possibility of testing the two-peak structure of the LHCb hidden-charm strange pentaquark $P_{cs}(4459)^0$ in near-threshold antikaon-induced charmonium production on protons and nuclei
Abstract: Accounting for the LHCb observation that the reported hidden-charm strange pentaquark $P_{cs}(4459)0$ can split into two substructures, $P_{cs}(4455)0$ and $P_{cs}(4468)0$, with a mass difference of 13 MeV as well as the newly observed hidden-charm pentaquark resonance $P_{cs}(4338)0$ with strangeness, we study within the double-peak scenario for the $P_{cs}(4459)0$ state the near-threshold $J/\psi$ meson production from protons and nuclei by considering incoherent direct non-resonant (${K-}p \to {J/\psi}\Lambda$) and two-step resonant (${K-}p \to P_{csi}0 \to {J/\psi}\Lambda$, $i=1$, 2, 3; $P_{cs1}{0}=P_{cs}(4338)0$, $P_{cs2}{0}=P_{cs}(4455)0$, $P_{cs3}{0}=P_{cs}(4468)0$) charmonium production processes with the main goal of clarifying the possibility to observe within this scenario both above two substructures contributing to the $P_{cs}(4459)0$ state and the $P_{cs}(4338)0$ resonance in this production. We calculate the absolute excitation functions, energy and momentum distributions for the non-resonant, resonant and for the combined (non-resonant plus resonant) production of $J/\psi$ mesons on protons as well as on carbon and tungsten target nuclei at near-threshold incident antikaon beam momenta by assuming the spin-parity assignments of the hidden-charm resonances $P_{cs}(4338)0$, $P_{cs}(4455)0$ and $P_{cs}(4468)0$ as $JP=(1/2)-$, $JP=(1/2)-$ and $JP=(3/2)-$ within four different realistic choices for the branching ratios of their decays to the ${J/\psi}\Lambda$ mode (0.125, 0.25, 0.5 and 1\%) as well as for two options for the branching fraction of their decays to the $K-p$ channel (0.01 and 0.001\%). We show that these combined observables reveal clear sensitivity to these scenarios. Hence, they may be an important tool to provide further evidence for the existence of the above strange hidden-charm pentaquark resonances.
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