We investigate the meson using lattice QCD and considering correlation functions of several two-quark and $\bar{c} s (\bar{u} u + \bar{d} d)$ four-quark interpolating fields. These interpolating fields generate different structures in color, spin and position space including quark-antiquark pairs, tetraquarks and two-meson scattering states. For our computation we use an ensemble simulated with pion mass $m_\pi \approx 0.296 , 2.90 , $. We find in addition to the expected spectrum of two-meson scattering states another state around below the threshold, which we interpret as the meson. This state couples predominantly to a quark-antiquark interpolating field and only weakly to a two-meson interpolating field. The coupling to the tetraquark interpolating fields is essentially zero, rendering a tetraquark interpretation of the meson rather unlikely. Moreover, we perform a scattering analysis using L"uscher’s method and the effective range approximation to determine the mass for infinite spatial volume. We find this mass below the threshold, rather close to both our finite volume result and the experimentally observed value.

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