N
N. Mankoč-Borštnik
Researcher at University of Ljubljana
Publications - 4
Citations - 50
N. Mankoč-Borštnik is an academic researcher from University of Ljubljana. The author has contributed to research in topics: Hartree–Fock method & Elliptic coordinate system. The author has an hindex of 3, co-authored 4 publications receiving 50 citations.
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The nucleon nucleon potential in the nonrelativistic quark model
TL;DR: In this article, the effective nucleon-nucleon potential is presented in the model with two three-quark clusters, and the potential is nonlocal and nonadiabatic, which strongly depends on the definition of the effective potential and on the choice of the subspace used in the calculation.
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The generator coordinate method as an approximation to the exact diagonalization in a given model space
TL;DR: In this paper, the low-lying states of the nuclei 16 O and 20 Ne were calculated with the generator coordinate method and the agreement was better than 0.5 MeV for most lowlying states.
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A study of even-parity states of the nuclei 19F, 21Ne and 23Na with the generator coordinate method and with mixing of projected Hartree-Fock determinants in comparison with complete diagonalization
TL;DR: In this paper, the even-parity states of the nuclei 19F, 21Ne and 23Na were calculated with generator coordinate method and with mixing of projected HartreeFock determinants, using the Kuo and the Preedom-Wildenthal two-body interactions.
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Some insight into the structure of the nuclei 19F, 19Ne, 21Ne, 21Na, 23Na and 23Mg through the generator coordinate method and the projected Hartree-Fock method
TL;DR: In this article, the structure of two sets of mirror nuclei 19Ne, 21Na, 23Mg and 19F, 21Ne, 23Na were studied by means of the electromagnetic properties of the even-parity states, calculated with the generator coordinate method and with mixing of projected Hartree-Fock determinants.