Predicting the(D)(*)sD(*)s bound states as the partners of X(3872)

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in this work,we investigate the SU(3)flavor symmetry,neavy quark spin symmetry and their breaking effects in the di-meson systems.We prove the existence of the[(D)*sD*s]0++,[(D)*sDs/(D)sD*s]1+-,and[(D)*sD*s]1+-bound states as the consequence of two prerequisites in the SU(3)flavor symmetry and heavy quark spin symmetry.The first prerequisite,the X(3872)as the weakly(D)*D/(D)D* bound state is supported by its mass and decay branching ratios.The second prerequisite,the existence of the[(D)sDs]bound state is supported by the lattice QCD calculation and the observation of xc0(3930)by the LHCb Collaboration.We hope the future experimental analyses can search for these bound states in the B → D(*)(s)(D)(*)(s)h processes(h denotes the light hadrons).The[(D)*sD*s]bound state is also expected to be reconstructed in the J/ψφ final state in the B → J/ψφK decay.
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