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Full Name
Bağcı, Ali
Variants
Bagci, A.
A. Bagci
Bagci, Ali.
Bağcı, A.
A. Bağcı
Bağcı, Ali.
 
Main Affiliation
17.03. Physics
 
Email
abagci@pau.edu.tr
 
Link to YOK Profile
YOK Profile
ORCID
0000-0001-7235-1713
Scopus Author ID
Researcher ID
 
Source ID
323398
Starting Date
23-08-2019
 
Interests
Atom- Molekül ve Lazer Fiziği, Matematiksel Fizik
 
Biography
Country
Turkey
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Status
Current staff

Publications
  • Articles
  • Books & Book Chapters

Author

  • 6 Bağcı, Ali
  • 3 Hoggan, P.E.
  • 2 Bağcı, A.
  • 1 Adak, M.
  • 1 Aucar, G.A.
  • 1 Bagci, Ali
  • 1 Güneş, Z.
  • 1 Hoggan, P. E.

Subject

  • 6 Slater-type orbitals
  • 5 Quantum chemistry
  • 5 Quantum theory
  • 4 Analytical evaluation
  • 3 Auxiliary functions
  • 3 Computation theory
  • 3 Electronic structure
  • 3 Molecular integrals
  • 3 Multi-center integrals
  • 3 Principal quantum numbers
  • . next >

Date issued

  • 7 2020 - 2025
  • 2 2010 - 2019

Type

  • 9 Article

Fulltext

  • 8 No Fulltext
  • 1 With Fulltext


Results 1-9 of 9 (Search time: 0.014 seconds).

Issue DateTitleAuthor(s)
12020Advantages of Slater-type spinor orbitals in the Dirac–Hartree–Fock method. Results for hydrogen-like atoms with super-critical nuclear chargeBağcı, Ali 
22018Analytical evaluation of relativistic molecular integrals. I. Auxiliary functionsBağcı, Ali ; Hoggan, P.E.
32018Analytical evaluation of relativistic molecular integrals. II: Method of computation for molecular auxiliary functions involvedBağcı, Ali ; Hoggan, P.E.; Adak, M. 
42020Analytical evaluation of relativistic molecular integrals: III. Computation and results for molecular auxiliary functionsBağcı, Ali ; Hoggan, P.E.
52024A Bi−directional method for evaluating integrals involving higher transcendental functions. HyperRAF: A Julia package for new hyper−radial functionsBağcı, A. ; Aucar, G.A.
62023Complete and orthonormal sets of exponential-type orbitals with non-integer quantum numbersBağcı, A. ; Hoggan, P. E.
72023An efficient approximation for accelerating convergence of numerical power series: Results for the 1D-Schrödinger equationBağcı, Ali ; Güneş, Z.
82022JRAF: A Julia package for computation of relativistic molecular auxiliary functionsBagci, Ali 
92021On The Relativistic Two-center Overlap Integrals of Arbitrary Half-Integral Spin ParticlesBağcı, Ali 

 

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