James T. Wheeler
Affiliations: | Physics | Utah State University, Logan, UT, United States |
Area:
Gravitational field theory, Quantum field theory, Extended gravityWebsite:
http://www.physics.usu.edu/department/faculty/wheeler.htmlGoogle:
"James Wheeler"Bio:
http://www.physics.usu.edu/fachtmnj/jtw.htm
https://inspirehep.net/record/983693?ln=en
Mean distance: 30.52
Cross-listing: MathTree
Parents
Sign in to add mentor| Peter George Oliver Freund | grad student | 1981-1986 | Chicago | |
| (Symmetric solutions to the Gauss-Bonnet extended Einstein equations.) | ||||
Children
Sign in to add trainee| Andre Wehner | grad student | 2001 | Utah State University (MathTree) |
| Juan T. Trujillo | grad student | 2013 | Utah State University (MathTree) |
| Jeffrey S. Hazboun | grad student | 2014 | Utah State University (MathTree) |
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Publications
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| Wheeler JT. (2019) General relativity as a biconformal gauge theory Nuclear Physics. 943: 114624 |
| Lovelady BC, Wheeler JT. (2016) Dynamical spacetime symmetry Physical Review D - Particles, Fields, Gravitation and Cosmology. 93 |
| Wheeler JT. (2014) Weyl gravity as general relativity Physical Review D - Particles, Fields, Gravitation and Cosmology. 90 |
| Hazboun JS, Wheeler JT. (2014) Time and dark matter from the conformal symmetries of Euclidean space Classical and Quantum Gravity. 31 |
| Wheeler JT. (2013) Gravitational gauge theory and the existence of time Journal of Physics: Conference Series. 462 |
| Hazboun JS, Wheeler JT. (2012) A systematic construction of curved phase space: A gravitational gauge theory with symplectic form Journal of Physics: Conference Series. 360 |
| Spencer JA, Wheeler JT. (2011) The existence of time International Journal of Geometric Methods in Modern Physics. 8: 273-301 |
| Wheeler JT. (2007) Gauging newton's law Canadian Journal of Physics. 85: 307-344 |
| Anderson LB, Wheeler JT. (2007) Yang-Mills gravity in biconformal space Classical and Quantum Gravity. 24: 475-495 |
| Anderson LB, Wheeler JT. (2006) Quantum mechanics as a measurement theory on biconformal space International Journal of Geometric Methods in Modern Physics. 3: 315-340 |