Department
of General Relativity and Gravitation
Arkady Alexandrovich Popov Permanent
address: Department
of Mathematics, Tatar State Humanitarian Teacher’s |
|
EDUCATION: 1989 Ph.D. in Physics and Mathematics, Thesis: ”Statistical
description of ultrarelativistic gas in locally fluctuating gravitational
fields” 1981 M.S. in Physics, EMPLOYMENT
: 1992 –
present Senior
lecturer of Mathematics, 1987 –
1992 Assistant
Professor, 1984 – 1987 Post-graduate
student, Astrophysical Institute, of
Sciences, 1981 –
1984 Senior
Staff Researcher, PROFESSIONAL
AFFILIATIONS: Russian Gravitational
Society (RGS) MAIN
FIELD OF INTERESTS: Quantum field theory in
curved spacetimes and spacetimes with nontrivial topological structure AWARDED
PROJECTS: 1. Russian
Foundation for Basic Research (grant 96-02-17066, 1996-1997) “Investigation
of a behavior of quantized fields near the chronology horizon” 2. Russian
Foundation for Basic Research (grant 97-02-27757, 1997-1997) “Participation
in the fifteenth meeting of the international society on general relativity
and gravitation” 3. Russian
Foundation for Basic Research (grant 99-02-17941, 1999-2001) “Problem of a construction of quantum field theory in
spacetimes with closed timelike curves” 4. Russian
Foundation for Basic Research (grant 02-02-17177, 2002-2004) “Problems of
quantum field theory in spacetimes with nontrivial topological structure” 5. Russian
Foundation for Basic Research (grant 05-02-17344, 2005-2007) “Classical and
quantum aspects of wormhole physics in the accelerating Universe” 6. Russian
Foundation for Basic Research (grant 05-02-39023, 2005-2007) “Dark energy,
accelerating Universe, and wormholes: Classical and quantum aspects” 7. Russian
Foundation for Basic Research (grant 06-01-00765, 2006-2008) “Group invariant
methods in the gravity theory and quantum field theory in curved worlds and
worlds with non-trivial topological structure” SELECTED
ARTICLES: 1. Yu.
G. Ignat’ev and A. A. Popov, Kinetic
equations for ultrarelativistic particles in a Robertson-Walker universe and
isotropization of relict radiation by gravitational interactions, Astrophysics and Space Science 163, 153 (1990). 2. Yu.
G. Ignat’ev and A. A. Popov, Spherically
symmetric perturbation of an ultrarelativistic fluid in a homogeneous and
isotropic universe, Phys.
Lett. A 220, 22 (1996). 3. A.
Popov and S. Sushkov, Selfconsistent
Semiclassical Solution with a Wormhole in the Theory of Gravity, Quantum Field Theory Under the Influence
of External Conditions, ed. M. Bordag (Teubner, Leipzig, 1996) p.206. 4. D.
Hochberg, A. Popov and S. V. Sushkov, Self-consistent
wormhole solutions of semiclassical gravity, Phys. Rev. Lett. 78,
2050 (1997). 5. A.
Popov, Cylindrical self-consistent
solutions of semiclassical gravity, Phys. Lett. A 249,
376 (1998). 6. A.
Popov and S. Sushkov, Vacuum polarization
of a scalar field in wormhole spacetimes, Phys. Rev. D 63, 044017 (2001). 7. A.
Popov, Stress-energy of a quantized scalar
field in static wormhole spacetimes, Phys. Rev. D 64, 104005 (2001). 8. A.
Popov, Analytical approximation of the
stress-energy tensor of a quantized scalar field in static spherically
symmetric spacetimes, Phys.
Rev. D 67, 044021 (2003). 9. A.
Popov, Analytical approximation for
<phi2> of a quantized
scalar field in ultrastatic asymptotically flat spacetimes, Phys. Rev. D 70,
084047 (2004). 10. A.
Popov, Long throat of a wormhole created
from vacuum fluctuations, Class.
Quantum Grav. 22, 5223
(2005). 11. A. A.
Popov and O. B. Zaslavskii,
Quantum-corrected ultraextremal
horizons and the validity of the WKB approximation in the massless
limit, Phys. Rev. D 75, 084018 (2007). |