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Magnetic thresholds and spin-resolved spectral moments of $ϕ$ and $K^{*0}$ in a hadronic model
We study the spin-resolved spectral functions of $ϕ$ and $K^{*0}$ in a thermal hadronic model with a constant magnetic field. We construct the rest-frame retarded propagators by combining real vacuum matching with exact Landau levels, connection contacts, and thermal scattering terms. The resulting
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