Search Results - "TÜTÜNCÜLER, H"

Solution of spin-boson systems in one and two-dimensional geometry via the asymptotic iteration method by KOC, R, ÖZER, O, TÜTÜNCÜLER, H, YILDIRIM, R. G

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Realization of the Radiance Scale Using Transfer Function of the Laser-Based Optical System by Meric, S., Bazkir, O., Tutunculer, H., Kilin, M.

“…This work aims to determine the radiance responsivity to be used in the calibration of polychromatic radiation sources with low uncertainty. To realize the…”
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Exact solution of position dependent mass Schrödinger equation by supersymmetric quantum mechanics by Koç, R., Tütüncüler, H.

“…A supersymmetric technique for the solution of the effective mass Schrödinger equation is proposed. Exact solutions of the Schrödinger equation corresponding…”
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Exact solution of position dependent mass Schrödinger equation by supersymmetric quantum mechanics by Koç, R., Tütüncüler, H.

“…A supersymmetric technique for the solution of the effective mass Schrödinger equation is proposed. Exact solutions of the Schrödinger equation corresponding…”
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A new approach to analyse H (2h g) Jahn-Teller system for C by Koç, R., Tütüncüler, H., Koca, M.

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A new approach to analyse H⊗(2h○+g) Jahn-Teller system for C60 by KOC, R, TÜTÜNCÜLER, H, KOCA, M

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Algebraic treatments of the problems of the spin-1/2 particles in the one- and two-dimensional geometry: A systematic study by Koç, Ramazan, Tütüncüler, Hayriye, Koca, Mehmet, Olğar, Eser

“…We consider solutions of the 2 × 2 matrix Hamiltonians of the physical systems within the context of the su (2) and su (1, 1) Lie algebras. Our technique is…”
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Differential realizations of the two-mode bosonic and fermionic Hamiltonians: A unified approach by Tütüncüler, Hayriye, Koç, Ramazan

“…A method is developed to determine the eigenvalues and eigenfunction of two-boson 2 × 2 matrix Hamiltonians that include a wide class of quantum optical…”
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Quasi-Exact-Solution of the Generalized E    Jahn-Teller Hamiltonian by Koc, R., Tutunculer, H., Koca, M., Korcuk, E.

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Solution of spin-boson systems in one and two-dimensional geometry via the asymptotic iteration method by Koc, R, Ozer, O, Tutunculer, H, Yildirim, R. G

“…Eur. Phys. J. B 59, 375-383 (2007) We consider solutions of the $2\times 2$ matrix Hamiltonian of physical systems within the context of the asymptotic…”
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