Ezra T. Newman
Affiliations: | University of Pittsburgh, Pittsburgh, PA, United States |
Area:
Astronomy and AstrophysicsWebsite:
https://en.wikipedia.org/wiki/Ezra_T._NewmanGoogle:
"Ezra Newman"Mean distance: 3493.75
Parents
Sign in to add mentor| Peter Gabriel Bergmann | grad student | 1951-1956 | Syracuse | |
| (Observables in singular theories by systematic approximation.) | ||||
Children
Sign in to add trainee| Savitri V. Iyer | grad student | 1993 | University of Pittsburgh |
| Thomas P. Kling | grad student | 2000 | University of Pittsburgh |
| Krishna Mukherjee | grad student | 2005 | University of Pittsburgh |
| Kiplin Perkins | grad student | 2006 | University of Pittsburgh |
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Publications
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| Kozameh C, Ortiz O, Newman E. (2019) Maxwell fields on asymptotically simple space-times. Physical Review. D, Particles and Fields. 42: 503-510 |
| Newman ET. (2019) A changed perspective concerning asymptotically flat Einstein/Einstein–Maxwell space–times General Relativity and Gravitation. 51: 44 |
| Newman E. (2018) GR and classical mechanics: Magic? International Journal of Modern Physics D. 27: 1846003 |
| Newman E. (2018) Classical mechanics via general relativity and Maxwell’s theory: a bit of magic General Relativity and Gravitation. 50: 111 |
| Newman ET. (2017) Light-Cones, Almost Light-Cones and Almost-Complex Light-Cones General Relativity and Gravitation. 49: 102 |
| Newman ET. (2016) Asymptotically flat space–times: an enigma Classical and Quantum Gravity. 33: 145006 |
| Newman ET. (2014) On integrating the left-flat vacuum Einstein equations Classical and Quantum Gravity. 31 |
| Newman ET. (2014) A fundamental solution to the CCC equations General Relativity and Gravitation. 46: 1-13 |
| Adamo TM, Newman ET, Kozameh C. (2012) Null Geodesic Congruences, Asymptotically-Flat Spacetimes and Their Physical Interpretation. Living Reviews in Relativity. 15: 1 |
| Adamo TM, Newman ET, Kozameh C. (2012) Null geodesic congruences, asymptotically-flat spacetimes and their physical interpretation Living Reviews in Relativity. 15: 1-92 |