Abraham Klein, Ph.D.
Affiliations: | 1958-1994 | Physics | University of Pennsylvania, Philadelphia, PA, United States |
Area:
Particle Physics, Nuclear PhysicsWebsite:
http://www.upenn.edu/almanac/v49/n19/deaths.htmlGoogle:
"Abraham Klein"Bio:
(1927 - 2003)
DOI: 10.1063/1.1629015
https://www.gf.org/fellows/all-fellows/abraham-klein/
https://inspirehep.net/record/1002680?ln=en
https://books.google.com/books?id=5ETj6WHgeigC&lpg=PA181&pg=PA181#v=onepage&q&f=false
Mean distance: 10.65 | S | N | B | C | P |
Parents
Sign in to add mentor| Julian Schwinger | grad student | 1947-1950 | Harvard | |
| (On the relativistic theory of meson fields. Part I: Electromagnetic properties of nucleons. Part II: The coupling of a Kemmer field to a Dirac field.) | ||||
Children
Sign in to add trainee| Jeremy Bernstein | grad student | 1955 | Harvard |
| Richard Eyre Norton | grad student | 1958 | Penn |
| L. Donald Pearlstein | grad student | 1958 | |
| Benjamin W. Lee | grad student | 1961 | Penn |
| Ching-Teh Li | grad student | 1978 | Penn (Chemistry Tree) |
| Thomas D. Cohen | grad student | 1985 | Penn |
| Pavlos Protopapas | grad student | 1996 | Penn |
| Johann Rafelski | post-doc | Penn (MathTree) |
BETA: Related publications
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Publications
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| Greenberg WR, Klein A, Zlatev I, et al. (2019) From Heisenberg matrix mechanics to semiclassical quantization: Theory and first applications. Physical Review. a, Atomic, Molecular, and Optical Physics. 54: 1820-1837 |
| Klein A, Protopapas P, Rohoziński S, et al. (2004) Kerman-Klein-Dönau-Frauendorf model for odd-odd nuclei: Formal theory Physical Review C. 69 |
| Klein A, Dreizler RM. (2002) Extension of Kohn-Sham theory to excited states by means of an off-diagonal density array Journal of Physics a: Mathematical and General. 35: 2685-2702 |
| Klein A. (2001) Foundations of self-consistent particle-rotor models and of self-consistent cranking models Physical Review C - Nuclear Physics. 63: 143161-1431616 |
| Dang GD, Klein A, Walet NR. (2000) Self-consistent theory of large-amplitude collective motion: applications to approximate quantization of nonseparable systems and to nuclear physics Physics Reports. 335: 93-274 |
| Dang GD, Klein A, Reinhard P-. (1999) Model of a self-consistent theory of large amplitude collective motion at finite excitation energy Physical Review C. 60: 44306 |
| Dang GD, Klein A, Reinhard P-. (1999) Self-consistent theory of large amplitude collective motion at finite excitation energy Physical Review C. 59: 2065-2081 |
| Klein A, Dreizler RM. (1998) Kohn-Sham Formulation Of Density-Functional Theory Physical Review A. 58: 1581-1584 |
| Klein A, Dreizler RM. (1998) Variational principle for the ground-state energy as a functional of the one-particle density matrix: Beyond Hartree-Fock theory Physical Review A. 57: 2485-2495 |
| Protopapas P, Klein A. (1997) Application of the Kerman-Klein Method to the Solution of a Spherical Shell Model for a Deformed Rare-Earth Nucleus Physical Review Letters. 78: 4347-4350 |