Publications
1.
Title: Exactly and quasi-exactly solvable two-mode Bosonic
Hamiltonians
Author(s): Koc R, Tutunculer H, Olgar E
Source: CHINESE JOURNAL OF PHYSICS Volume: 42 Issue: 5 Pages: 575-584 Published: OCT 2004
2.
Title: Spectra of interacting electrons in a quantum dot : Quasi-exact
solution
Author(s): Koc R, Tutunculer H, Olgar E
Source: JOURNAL OF THE KOREAN PHYSICAL
SOCIETY Volume: 45 Issue: 4 Pages: 837-840 Published: OCT 2004
3.
Title: Solution of a Hamiltonian of quantum dots with Rashba spin-orbit coupling: quasi-exact solution
Author(s): Tutunculer
H, Koc R, Olgar E
Source: JOURNAL OF PHYSICS A-MATHEMATICAL AND
GENERAL Volume: 37 Issue: 47 Pages: 11431-11438 Published: NOV 26 2004
4.
Title: New algebraic approach to perturbation theory
Author(s): Gonul B, Celik N, Olgar E
Source: MODERN PHYSICS LETTERS A Volume: 20 Issue: 22 Pages: 1683-1694 Published: JUL 20 2005
5.
Title: Algebraic treatments of the problems of the spin-1/2 particles in
the one- and two-dimensional geometry: A systematic study
Author(s): Koc R, Tutunculer H, Koca M, et al.
Source: ANNALS OF PHYSICS Volume: 319 Issue: 2 Pages: 333-347 Published: OCT 2005
6.
Title: Bound states of the S-wave equation with equal scalar and vector
standard Eckart potential
Author(s): Olgar E, Koc R, Tutunculer H
Source: CHINESE PHYSICS LETTERS Volume: 23 Issue: 3 Pages: 539-541 Published: MAR 2006
7.
Title: Exact solution of Klein-Gordon equation by asymptotic iteration
method
Author(s): Olgar E
Source: CHINESE PHYSICS LETTERS Volume: 25 Issue: 6 Pages: 1939-1942 Published: JUN 2008
8.
Title: The exact solution of the s-wave Klein-Gordon equation for the
generalized Hulthen potential by the asymptotic
iteration method
Author(s): Olgar E, Koc R, Tutunculer H
Source: PHYSICA SCRIPTA Volume: 78 Issue: 1 Article Number: 015011 Published: JUL 2008
9.
Title: An Alternative Method for Calculating Bound-State of Energy Eigenvalues of Klein-Gordon for Quasi-exactly Solvable
Potentials
Author(s): Olgar E
Source: CHINESE PHYSICS LETTERS Volume: 26 Issue: 2 Article Number: 020302 Published: FEB 2009
10.
Title: Asymptotic Iteration Method
for Energies of Inversely Linear Potential with Spatially Dependent Mass
Author(s): Olgar E, Mutaf H
Source: COMMUNICATIONS IN THEORETICAL
PHYSICS Volume: 53 Issue: 6 Pages: 1043-1045 Published: JUN 2010
11.
Title: A solution of the bosonic and algebraic Hamiltonians by using an AIM
Author(s): Koc R, Tutunculer H, Olgar E
Source: JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL Volume: 43 Issue: 39 Article Number: 395208 Published: OCT 2010
12. Title: Reply to Comment on
"A solution of the bosonic and algebraic Hamiltonians by using an AIM
Author(s): Koc R, Tutunculer H, Olgar E
Source: JOURNAL OF PHYSICS A-MATHEMATICAL AND THEORETICAL Volume: 44 Issue: 22 Article Number: 228002 Published: JUN 2011
13. Title: An alternative solution of diatomic molecules
Author(s): Özgür Öztemel,
Olgar E
Source: Cent. Eur. J. Phys., Volume: 12 Issue: 2 Article Number: 103-1100 Published: 2013
14. Title: Bound state of solution of Dirac-Coulomb problem with spatially dependent mass
Author(s): Eser Olgar, Hayder M. Dhahir, H. Mutaf
Source: Cent. Eur. J. Phys. , DOI: 10.2478/s11534-014-0448-9, Published: 2014
15. Title: Calculation of the eigenfunctions and eigenvalues of Schrödinger type equations by asymptotic Taylor expansion method (ATEM)
Author(s): Ramazan Koç, Eser Olğar
Source: Preprint,2010, arXiv:1008.0697.
16. Title: A Novel Approach to Solve Quasi-exactly Solvable Pauli Equation
Author(s): Ramazan Koç, Eser Olğar, and Haydar Mutaf
Source: Advances in Mathematical Physics, Volume 2015 (2015), Article ID 304093, 5 pages
17. Title: Bound state of solution of s-wave Klein-Gordon Equation for Woods-Saxon Potential
Author(s): Eser Olğar, and Haydar Mutaf
Source: Advances in Mathematical Physics, Volume 2015 (2015), Article ID 923076, 5 pages
Other Publications
1.
Title:An Algebraic Approach to the Band structure of
the periodic potentials
Author(s): Eser OLĞAR
Source: University of Gaziantep, MSc
thesis, 2002
2.
Title: Approximate Solution of Two Mode Bosonic
Hamilton
Author(s): Eser OLĞAR, Ramazan KOÇ
Source: Workshop on
Quantization, Dualities and Integrable System IV,
2005
3.
Title: Differential Realizations of the various Lie Superalgebra
and Their Applications to the Physical Problems
Author(s): Eser OLĞAR
Source: University of
Gaziantep, PhD thesis, 2007
4.
Title: Bound-state solutions of Klein-Gordon equation for the inversely
linear potential
Author(s): Olgar Eser, Mutaf
Haydar
Source: TFD-26, Bodrum, 2009