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A re-statement of the Hohenberg–Kohn theorem and its extension to finite subspaces |
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| Authors: | Ramiro Pino Olivier Bokanowski Eduardo V. Ludeña Roberto López Boada |
| Affiliation: | (1) North American Scientific, Nomos Radiation Oncology, 200 W Kensinger Dr., Cranberry Township, PA 16066, USA;(2) Lab. J.-L. Lions, Université Pierre et Marie Curie, 175 R. Chevralet, 75013 Paris, France;(3) Química, IVIC, Apdo. 21827, Caracas, 1020-A, Venezuela;(4) Department of Natural Sciences, Health and Wellness, Miami-Dade College Wolfson Campus, 300 NE 2nd Ave., Miami, FL 33132, USA |
| Abstract: | Bearing in mind the insight into the Hohenberg–Kohn theorem for Coulomb systems provided recently by Kryachko (Int J Quantum Chem 103:818, 2005), we present a re-statement of this theorem through an elaboration on Lieb’s proof as well as an extension of this theorem to finite subspaces. Contribution to the Serafin Fraga Memorial Issue. |
| Keywords: | Hohenberg– Kohn theorem DFT Finite subspaces |
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