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The relativistic quantum dynamics of a spinless charged particle interactingwith both Aharonov-Bohm and Coulomb-type potentials in the G\"odel-typespacetime is considered. The dynamics of the system is governed by theKlein-Gordon equation with interactions. We verify that it is possible toestablish a quantum condition between the energy of the particle and theparameter that characterizes the vorticist of the spacetime. We rigorouslyanalyze the ground state of the system and determine the corresponding wavefunctions to it.

Ground state of a bosonic massive charged particle in the presence of external fields in a G\"odel-type spacetime