O
Ove Jepsen
Researcher at Max Planck Society
Publications - 189
Citations - 19965
Ove Jepsen is an academic researcher from Max Planck Society. The author has contributed to research in topics: Electronic band structure & Electronic structure. The author has an hindex of 53, co-authored 189 publications receiving 18624 citations. Previous affiliations of Ove Jepsen include Cornell University.
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Calculations of Hubbard U from first-principles
TL;DR: In this article, the frequency-dependent $U$U$ was calculated for some of the materials and compared with the constrained local density approximation (LDA) method in a number of cases.
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Density-functional calculation of the parameters in the Anderson model: Application to Mn in CdTe
TL;DR: A very simple method is presented for calculating the appropriate combination of hopping matrix elements needed in the impurity Anderson model for a substitutional impurity and it is shown that to a good approximation it is sufficient to know the potential of the impurities atom and the local density of states of the unperturbed host.
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Superconductivity in MgB2: clean or dirty?
Igor Mazin,Ole Krogh Andersen,Ove Jepsen,Oleg V. Dolgov,Jens Kortus,Alexandre Avraamovitch Golubov,Alexey B. Kuzmenko,D. van der Marel +7 more
TL;DR: In this paper, the band disparity of the electronic structure is taken into account, not only in the superconducting state, but also in normal transport in MgB2.
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Multiband model for tunneling in MgB2 junctions
Alexander Brinkman,Alexandre Avraamovitch Golubov,Horst Rogalla,Oleg V. Dolgov,Jens Kortus,Yong Kong,Ove Jepsen,Ole Krogh Andersen +7 more
TL;DR: In this paper, a theoretical model for quasiparticle and Josephson tunneling in multiband superconductors is developed and applied to MgB2-based junctions, and the gap functions in different bands in Mg-B2 are obtained from an extended Eliashberg formalism, using the results of band structure calculations.
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Specific heat of MgB2 in a one- and a two-band model from first-principles calculations
Alexandre Avraamovitch Golubov,Jens Kortus,Oleg V. Dolgov,Ove Jepsen,Yong Kong,Ole Krogh Andersen,B. J. Gibson,K. Ahn,Reinhard K. Kremer +8 more
TL;DR: In this paper, the Eliashberg equations were solved for both an isotropic one-band model and a twoband model with different superconducting gaps on the π-band and σ-band Fermi surfaces.