|
 44. H. Taşeli, On the general
differential-difference equations for functions of the hypergeometric type,
(lecture notes).
43. H. Taşeli, Unified explicit
representations of polynomials of hypergeometric type and its confluences,
(lecture notes).
42. H. Taşeli, A unification of
recursions for functions of the hypergeometric type, (lecture notes).
41. H. Altundağ and H. Taşeli, Singular inverse Sturm–Liouville
problems with Hermite pseudospectral
methods, The European Physical Journal Plus, Vol. 136:1017, pp. 1-13
(2021).
40. H. Altundağ, C. Böckmann
and H. Taşeli, Inverse
Sturm–Liouville problems with pseudospectral methods, International Journal
of Computer Mathematics, Vol. 92, pp. 1373-1384 (2015).
39. H. Alıcı and H.
Taşeli, The Laguerre
pseudospectral method for the radial Schrodinger
equation, Applied Numerical Mathematics, Vol. 87, pp. 87-99 (2015).
38. H. Alıcı and H.
Taşeli, Unification
of Stieltjes-Calogero type relations for the
zeros of classical orthogonal polynomials, Mathematical Methods in
the Applied Sciences, Vol. 38, pp. 3118-3129 (2015).
37. R. Alvarez-Nodarse,
R.S. Adıgüzel and H. Taşeli,
On the orthogonality of q-classical polynomials of
the Hahn class, Symmetry, Integrability
and Geometry: Methods and Applications, Vol. 8, pp.1-30 (2012).
36. H. Alıcı and H.
Taşeli, Pseudospectral methods for an equation of
hypergeometric type with a perturbation, Journal of Computational
and Applied Mathematics, Vol. 234, pp.1140-1152 (2010).
35. H. Taşeli, On the special values of monic
polynomials of hypergeometric type, Journal of Mathematical Chemistry,
Vol. 43, pp. 237-251 (2008).
34. H. Taşeli and H. Alıcı, The
Laguerre pseudospectral method for the reflection
symmetric Hamiltonians on the real line, Journal of Mathematical
Chemistry, Vol. 41, pp. 407-416 (2007).
33. İnci M. Erhan and H. Taşeli, A model for the
computation of quantum billiards with arbitrary shapes, Journal of
Computational and Applied Mathematics, Vol. 194, pp. 227-244 (2006).
32. H. Taşeli and H. Alıcı, The
scaled Hermite-Weber basis in the spectral and pseudospectral pictures, Journal of
Mathematical Chemistry, Vol. 38, pp. 367-378 (2005).
31. H. Taşeli, A class of orthogonal polynomials
suggested by a trigonometric Hamiltonian: Antisymmetric states,
Journal of Mathematical Chemistry, Vol. 37, pp. 377-388 (2005).
30. H. Taşeli, A class of orthogonal polynomials
suggested by a trigonometric Hamiltonian: Symmetric states, Journal
of Mathematical Chemistry, Vol. 36, pp. 1-12 (2004).
29. Başak K. Taşeli, C.F. Gökçay
and H. Taşeli, Upflow column reactor design for dechlorination of chlorinated pulping wastes by Penicillium camemberti,
Journal of Environmental Management, Vol. 72, pp. 175-179 (2004).
28. H. Taşeli, Accurate numerical bounds for the
spectral points of the singular Sturm-Liouville
problems over 0 < x < ∞, Journal of Computational and
Applied Mathematics, Vols. 164-165, pp.707-722 (2004).
27. H. Taşeli, Exact analytical solutions of the
Hamiltonian with a squared tangent potential, Journal of
Mathematical Chemistry, Vol. 34, pp. 243-251 (2003).
26. H. Taşeli, M. Bahar Erseçen,
The scaled Hermite-Weber
basis still highly competitive, Journal of Mathematical Chemistry,
Vol. 34, pp. 177-187 (2003).
25. H. Taşeli, İnci M. Erhan
and Ö. Uğur, An eigenfunction expansion for the Schrödinger equation
with arbitrary non-central potentials, Journal of Mathematical
Chemistry, Vol. 32, pp. 323-338 (2002).
24. H. Taşeli, Accurate numerical bounds for the
spectral points of the singular Sturm-Liouville
problems over - ∞ < x < ∞, Journal of
Computational and Applied Mathematics, Vol. 115, pp. 535-546 (2000).
23. A. Zafer and H.
Taşeli, Two-sided eigenvalue
bounds for the spherically symmetric states of the Schrödinger equation,
Journal of Computational and Applied Mathematics, Vol. 95, pp. 83-100
(1998).
22. H. Taşeli and R. Eid, The
confined system approximation for solving non-separable potentials in three
dimensions , Journal of Physics A: Mathematical and General, Vol.
31, pp. 3095-3114 (1998).
21. H. Taşeli, Exact solutions for vibrational
levels of the Morse potential, Journal of Physics A: Mathematical
and General, Vol. 31, pp. 779-788 (1998).
20. H. Taşeli, Modified Laguerre basis for
hydrogen-like systems, International Journal of Quantum Chemistry,
Vol. 63, pp. 949-959 (1997).
19. H. Taşeli and A. Zafer, Bessel
basis with applications: N-dimensional isotropic polynomial oscillators,
International Journal of Quantum Chemistry, Vol. 63, pp. 935-947 (1997).
18. H. Taşeli, Comment on "Strongly convergent
method to solve one-dimensional quantum problems", Physical
Review E, Vol. 55, pp. 1280-1282 (1997).
17. H. Taşeli and R. Eid, A
new approach to the classical Stokes flow problem: Part II Series solutions
and higher order applications, Journal of Computational and Applied
Mathematics, Vol. 78, pp. 233-254 (1997).
16. H. Taşeli and M. Demiralp, A new approach to the classical Stokes flow problem:
Part I Methodology and first order analytical results, Journal of
Computational and Applied Mathematics, Vol. 78, pp. 213-232 (1997).
15. H. Taşeli and A. Zafer, A
Fourier-Bessel expansion for solving radial Schrodinger equation in two
dimensions, International Journal of Quantum Chemistry, Vol. 61,
pp. 759-768 (1997).
14. H. Taşeli, An alternative series solution to the
isotropic quartic oscillator in N dimensions, Journal of
Mathematical Chemistry, Vol. 20, pp. 235-245 (1996).
13. H. Taşeli, Accurate lower and upper bounds of
the energy spectrum for the asymmetrical two-well potentials,
International Journal of Quantum Chemistry, Vol. 60, pp. 641-648 (1996).
12. H. Taşeli and R. Eid, Converging
bounds for the eigenvalues of multiminima
potentials in two-dimensional space, Journal of Physics A:
Mathematical and General, Vol. 29, pp. 6967-6982 (1996).
11. H. Taşeli and R. Eid, Eigenvalues
of the two-dimensional Schrödinger equation with nonseparable
potentials, International Journal of Quantum Chemistry, Vol. 59,
pp. 183-201 (1996).
10. H. Taşeli, On the exact solution of the
Schrödinger equation with a quartic anharmonicity,
International Journal of Quantum Chemistry, Vol. 57, pp. 63-71 (1996).
9. H. Taşeli, On the numerical solution of the Schrödinger equation,
Bulletin of the Technical University of Istanbul, Vol. 48, pp. 159-163 (1995).
8. H. Taşeli, Accurate computation of the energy
spectrum for potentials with multiminima,
International Journal of Quantum Chemistry, Vol. 46, pp. 319-334 (1993).
7. H. Taşeli, The influence of the boundedness of
polynomial potentials on the spectrum of the Schrödinger equation,
Journal of Computational Physics, Vol. 101, pp. 252-255 (1992).
6. M. Demiralp, N.A. Baykara and H. Taşeli,
A basis set comparison in a variational
scheme for Yukawa potential, Journal of Mathematical Chemistry,
Vol. 11, pp. 311-323 (1992).
5. H. Taşeli, M. Demiralp and K. Kafalı, Drag minimization in
Stokes flow, International Journal of Engineering Science, Vol. 27,
pp. 633-640 (1989).
4. H. Taşeli, A note on the trial function structure for the Wronskian approach, Bulletin of the Technical
University of Istanbul, Vol. 42, pp. 365-369 (1989).
3. H. Taşeli and M. Demiralp, Studies
on algebraic methods to solve linear eigenvalue problems: Generalized anharmonic oscillators, Journal of Physics A:
Mathematical and General, Vol. 21, pp. 3903-3919 (1988).
2. M. Demiralp, N.A. Baykara and H. Taşeli,
Convergent perturbation studies in screened Coulomb
potential systems: A high precision numerical algorithm via Laguerre basis
set, Theoretica Chimica
Acta, Vol. 74, pp. 39-54 (1988).
1. H. Taşeli and M. Demiralp, Convergent
perturbation studies in screened Coulomb potential systems: Analytic
evaluations up to third order for the Yukawa case, Theoretica Chimica Acta, Vol. 71, pp. 315-325 (1987).
|
