@article{article_1110497, title={Computing Eigenvalues of Sturm--Liouville Operators with a Family of Trigonometric Polynomial Potentials}, journal={Mathematical Sciences and Applications E-Notes}, volume={11}, pages={29–42}, year={2023}, DOI={10.36753/mathenot.1110497}, author={Nur, Cemile}, keywords={Eigenvalue estimations, Periodic and antiperiodic boundary conditions, Trigonometric polynomial potentials}, abstract={We provide estimates for the periodic and antiperiodic eigenvalues of non-self-adjoint Sturm--Liouville operators with a family of complex-valued trigonometric polynomial potentials. We even approximate complex eigenvalues by the roots of some polynomials derived from some iteration formulas. Moreover, we give a numerical example with error analysis.}, number={1}, publisher={Murat TOSUN}, organization={Yalova University}