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Theodosios Christodoulakis

Affiliations: 
Physics University of Athens, Greece, Zografou, Greece 
Area:
Quantum Gravity, General Relativity
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"Theodosios Christodoulakis"
Mean distance: 6776
 
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Children

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Theophanes Grammenos grad student 1990- University of Athens, Greece
George Kofinas grad student 1999 University of Athens, Greece
Elias Vagenas grad student 2002 University of Athens, Greece

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Publications

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Christodoulakis T, Dimakis N, Terzis PA, et al. (2014) Minisuperspace canonical quantization of the Reissner-Nordström black hole via conditional symmetries Physical Review D - Particles, Fields, Gravitation and Cosmology. 89
Christodoulakis T, Dimakis N, Terzis PA, et al. (2013) Canonical quantization of static spherically symmetric geometries Journal of Physics: Conference Series. 453
Christodoulakis T, Dimakis N, Terzis PA, et al. (2013) Conditional symmetries and the canonical quantization of constrained minisuperspace actions: The Schwarzschild case Journal of Geometry and Physics. 71: 127-138
Christodoulakis T, Doulis G, Terzis PA, et al. (2010) Canonical quantization of some midi-superspace models in 3+1 dimensions Journal of Physics: Conference Series. 222
Christodoulakis T, Doulis G, Terzis PA, et al. (2010) Towards canonical quantum gravity for 3+1 geometries admitting maximally symmetric two-dimensional surfaces Classical and Quantum Gravity. 27
Christodoulakis T, Doulis G, Terzis PA, et al. (2009) Canonical quantization of some midi-superspace models in 2+1 and 3+1 dimensions Journal of Physics: Conference Series. 189
Christodoulakis T, Doulis G, Terzis PA, et al. (2008) Towards canonical quantum gravity for G1 geometries in 2+1 dimensions with a Λ-term Classical and Quantum Gravity. 25
Christodoulakis T, Grammenos T, Helias C, et al. (2006) Decoupling of the general scalar field mode and the solution space for Bianchi type i and v cosmologies coupled to perfect fluid sources Journal of Mathematical Physics. 47
Christodoulakis T, Grammenos T, Korfiatis E, et al. (1994) Exact solutions to the Dirac equation for neutrinos propagating in a particular Vaidya background Journal of Mathematical Physics. 35: 2430-2437
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