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In this study, we focus on investigating the exact relativistic bound statespectra for supersymmetric, PT-supersymmetric and non-Hermitian versions ofq-deformed parameter Hulthen potential. The Hamiltonian hierarchy mechanism,namely the factorization method, is adopted within the framework of SUSYQM.This algebraic approach is used in solving of the Klein-Gordon equation withthe potential cases. The results obtained analytically by executing thestraightforward calculations are in consistent forms for certain values of q.Achieving the results may have a particular interest for such applications.That is, they can be involved in determining the quantum structural propertiesof molecules for rovibrational states, and optical spectra characteristics ofsemiconductor devices with regard to the lattice dynamics [62-64]. They arealso employed to construct broken or unbroken case of supersymmetric particlemodel concerning the interaction between the elementary particles [65].

A Novel SUSY Energy Bound States Treatment of the Klein-Gordon Equation with PT-Supersymmetric and q-Deformed Hulthen Potential