Peter Havas
Affiliations: | Temple University, Philadelphia, PA, United States |
Area:
relativistic theory of elementary particlesWebsite:
http://dx.doi.org/10.1063/1.1878346Google:
"Peter Havas"Bio:
(1916 - 2004)
DOI: 10.1007/s10714-005-0116-x
https://www.gf.org/fellows/all-fellows/peter-havas/
http://articles.philly.com/2004-07-01/news/25371255_1_quantum-physics-physics-professor-atomic-bomb
http://library.nd.edu/physics/resources/genealogy/physics/documents/HavasP.pdf
Mean distance: 10.97 | S | N | B | C | P |
Parents
Sign in to add mentorWillis Eugene Lamb | grad student | 1944 | Columbia | |
(On the interaction of radiation and two electrons) |
Children
Sign in to add traineeFrederic Rudolph Crownfield | grad student | 1952 | Lehigh University |
James Alan McLennan Jr. | grad student | 1952 | Lehigh University |
William C. Schieve | grad student | 1959 | Lehigh University |
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Publications
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Woodcock HW, Havas P. (2005) Generalized galilei-invariant classical mechanics International Journal of Modern Physics A. 20: 4259-4289 |
Havas P. (1992) Shear-free spherically symmetric perfect fluid solutions with conformal symmetry General Relativity and Gravitation. 24: 599-615 |
Havas P. (1987) Simultaneity, conventialism, general covariance, and the special theory of relativity General Relativity and Gravitation. 19: 435-453 |
Drechsler W, Havas P, Rosenblum A. (1984) Theory of motion for monopole-dipole singularities of classical Yang-Mills-Higgs fields. II. Approximation scheme and equations of motion Physical Review D. 29: 668-686 |
Drechsler W, Havas P, Rosenblum A. (1984) Theory of motion for monopole-dipole singularities of classical Yang-Mills-Higgs fields. I. Laws of motion Physical Review D. 29: 658-667 |
Havas P, Swenson RJ. (1979) Relativistic thermodynamics of fluids. I Annals of Physics. 118: 259-306 |
Herman WN, Havas P. (1978) Approximately relativistic Lagrangians for classical interacting point particles. III Physical Review D. 17: 1985-2003 |
Havas P. (1977) On theories of gravitation with higher-order field equations General Relativity and Gravitation. 8: 631-645 |
Pascoe T, Stachel J, Havas P. (1976) Center-of-mass theorem in post-Newtonian hydrodynamics Physical Review D. 14: 917-921 |
Coester F, Havas P. (1976) Approximately relativistic Hamiltonians for interacting particles Physical Review D. 14: 2556-2569 |