Ira Z. Rothstein
Affiliations: | 2000- | Physics | Carnegie Mellon University, Pittsburgh, PA |
Area:
Elementary Particles and High Energy PhysicsGoogle:
"Ira Rothstein"Bio:
https://inspirehep.net/record/991142?ln=en
https://books.google.nl/books?id=mocvAQAAIAAJ
Mean distance: (not calculated yet)
Parents
Sign in to add mentorRabindra Mohapatra | grad student | 1992 | University of Maryland | |
(An investigation of neutrino properties through study of the sun, supernovae, the early universe and lab data.) |
Children
Sign in to add traineeDuff Neill | grad student | Carnegie Mellon | |
Ian Low | grad student | 2001 | Carnegie Mellon |
Rafael A. Porto | grad student | 2007 | Carnegie Mellon |
Adam Solomon | post-doc | 2018- | Carnegie Mellon |
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Publications
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Leibovich AK, Maia NT, Rothstein IZ, et al. (2020) Second post-Newtonian order radiative dynamics of inspiralling compact binaries in the effective field theory approach Physical Review D. 101 |
Goldberger WD, Rothstein IZ. (2020) An effective field theory of quantum mechanical black hole horizons Journal of High Energy Physics. 2020 |
Baumgart M, Erdoǧan O, Rothstein IZ, et al. (2019) Breakdown of the naive parton model in super-weak scale collisions Physical Review D. 100: 96008 |
Rothstein IZ, Shrivastava P. (2019) Symmetry Obstruction to Fermi Liquid Behavior in the Unitary Limit Physical Review B. 99 |
Rothstein IZ, Shrivastava P, Stewart IW. (2019) Manifestly soft gauge invariant formulation of vNRQCD Nuclear Physics B. 939: 405-428 |
Cheung C, Rothstein IZ, Solon MP. (2018) From Scattering Amplitudes to Classical Potentials in the Post-Minkowskian Expansion. Physical Review Letters. 121: 251101 |
Kapustin A, McKinney T, Rothstein IZ. (2018) Wilsonian effective field theory of two-dimensional Van Hove singularities Physical Review B. 98 |
Rothstein IZ, Shrivastava P. (2018) Symmetry realization via a dynamical inverse Higgs mechanism Journal of High Energy Physics. 2018 |
Porto RA, Rothstein IZ. (2017) Apparent ambiguities in the post-Newtonian expansion for binary systems Physical Review D. 96 |
Galley CR, Rothstein IZ. (2017) Deriving analytic solutions for compact binary inspirals without recourse to adiabatic approximations Physical Review D. 95 |