| Issue Date | Title | Author(s) |
| Mar-2022 | A direct method for the low energy scattering solution of delta shell potentials | Erman, Fatih ; Seymen, Sema |
| Apr-2012 | Existence of Hamiltonians for some singular interactions on manifolds | Doğan, Çağlar; Erman, Fatih ; Turgut, Osman Teoman |
| 2020 | Green's function formulation of multiple nonlinear Dirac delta-function potential in one dimension | Erman, Fatih ; Uncu, Haydar |
| 2012 | Non-relativistic Lee model in two-dimensional Riemannian manifolds | Erman, Fatih ; Turgut, Osman Teoman |
| 2023 | On Schrödinger operators modified by δ interactions | Akbaş, K.G.; Erman, F. ; Turgut, O.T. |
| 2018 | On the number of bound states of semirelativistic Hamiltonian with Dirac delta potentials in one dimension | Erman, Fatih |
| 2017 | One-dimensional semirelativistic Hamiltonian with multiple Dirac delta potentials | Erman, Fatih ; Gadella, Manuel; Uncu, Haydar |
| Dec-2021 | Perturbative and exact analysis of point interactions | Altınbaşak, Ezgi |
| May-2019 | A perturbative approach to the tunneling phenomena | Erman, Fatih ; Turgut, Osman Teoman |
| 2014 | Point interactions in quantum mechanics | Tunalı, Seçil |
| 2020 | The propagators for δ and δ′ potentials with time-dependent strengths | Erman, Fatih ; Gadella, Manuel; Uncu, Haydar |
| Dec-2022 | Rank one perturbations supported by hybrid geometries and their deformations | Erman, Fatih ; Seymen, Sema; Turgut, O. Teoman |
| Jul-2021 | Reidemeister torsion of closed л-manifolds | Dirican Erdal, Esma |
| 2003 | Solitonic solutions and particle localization in higher dimensional spaces | Erman, Fatih |
| Dec-2020 | Two-particle Schrodinger operators with point interactions | Kızılkaya, Melih |
