Linear methods in band theory OK Andersen Physical Review B 12 (8), 3060, 1975 | 8181 | 1975 |
Band theory and Mott insulators: Hubbard U instead of Stoner I VI Anisimov, J Zaanen, OK Andersen Physical Review B 44 (3), 943, 1991 | 7934 | 1991 |
Improved tetrahedron method for Brillouin-zone integrations PE Blöchl, O Jepsen, OK Andersen Physical Review B 49 (23), 16223, 1994 | 7315 | 1994 |
Explicit, first-principles tight-binding theory OK Andersen, O Jepsen Physical Review Letters 53 (27), 2571, 1984 | 3209 | 1984 |
The electronic structure of hcp Ytterbium O Jepson, OK Anderson Solid State Communications 9 (20), 1763-1767, 1971 | 1377 | 1971 |
Electron localization in solid‐state structures of the elements: the diamond structure A Savin, O Jepsen, J Flad, OK Andersen, H Preuss, HG von Schnering Angewandte Chemie International Edition in English 31 (2), 187-188, 1992 | 1089 | 1992 |
Band-Structure Trend in Hole-Doped Cuprates and Correlation with E Pavarini, I Dasgupta, T Saha-Dasgupta, O Jepsen, OK Andersen Physical review letters 87 (4), 047003, 2001 | 872 | 2001 |
LDA energy bands, low-energy hamiltonians, t′, t ″, t⊥(k), and J⊥ OK Andersen, AI Liechtenstein, O Jepsen, F Paulsen Journal of Physics and Chemistry of Solids 56 (12), 1573-1591, 1995 | 845 | 1995 |
Illustration of the linear-muffin-tin-orbital tight-binding representation: Compact orbitals and charge density in Si OK Andersen, Z Pawlowska, O Jepsen Physical Review B 34 (8), 5253, 1986 | 837 | 1986 |
Highlights of condensed matter theory OK Anderson Internat. School of Phys. Enrico Fermi 89, 59, 1985 | 797 | 1985 |
Electron-phonon interaction in the normal and superconducting states of MgB 2 Y Kong, OV Dolgov, O Jepsen, OK Andersen Physical Review B 64 (2), 020501, 2001 | 619 | 2001 |
Minimal basis sets in the linear muffin-tin orbital method: Application to the diamond-structure crystals C, Si, and Ge WRL Lambrecht, OK Andersen Physical Review B 34 (4), 2439, 1986 | 614 | 1986 |
Fast full-potential calculations with a converged basis of atom-centered linear muffin-tin orbitals: Structural and dynamic properties of silicon M Methfessel, CO Rodriguez, OK Andersen Physical Review B 40 (3), 2009, 1989 | 583 | 1989 |
Mott Transition and Suppression of Orbital Fluctuations in Orthorhombic Perovskites E Pavarini, S Biermann, A Poteryaev, AI Lichtenstein, A Georges, ... Physical review letters 92 (17), 176403, 2004 | 570 | 2004 |
Calculated electronic structure of the sandwichd 1 metals LaI2 and CeI2: Application of new LMTO techniques O Jepsen, OK Andersen Zeitschrift für Physik B Condensed Matter 97, 35-47, 1995 | 536 | 1995 |
Density-functional calculation of the parameters in the Anderson model: Application to Mn in CdTe O Gunnarsson, OK Andersen, O Jepsen, J Zaanen Physical Review B 39 (3), 1708, 1989 | 533 | 1989 |
Electronic structure of the fcc transition metals Ir, Rh, Pt, and Pd OK Andersen Physical Review B 2 (4), 883, 1970 | 526 | 1970 |
Muffin-tin orbitals of arbitrary order OK Andersen, T Saha-Dasgupta Physical Review B 62 (24), R16219, 2000 | 522 | 2000 |
Self-consistent impurity calculations in the atomic-spheres approximation O Gunnarsson, O Jepsen, OK Andersen Physical Review B 27 (12), 7144, 1983 | 474 | 1983 |
Superconductivity in : Clean or Dirty? II Mazin, OK Andersen, O Jepsen, OV Dolgov, J Kortus, AA Golubov, ... Physical review letters 89 (10), 107002, 2002 | 464 | 2002 |