MG13 - Talk detail |
Participant |
Muller, Daniel | |||||||
Institution |
Instituto de Física - Universidade de Brasília - Asa Norte - Brasília - DF - Brazil | |||||||
Session |
CM4 |
Accepted |
No |
Order |
Time |
|||
Talk |
Oral abstract |
Title |
Homogenous Solutions of Effective Gravity | |||||
Co-authors | Juliano A. de Deus | |||||||
Abstract |
According to quantum field theory in curved space, the one loop corections to the effective action introduce quadratic terms in the curvature. We present classical homogenous solutions of this effective gravity of the Bianchi type I and VII_A. These geometries are the anisotropic generalizations of the Friedmann open, H3, and Einstein de Sitter R^3 solutions, respectively. Isotropisation will be discussed. |
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Session |
GT2 |
Accepted |
Yes |
Order |
5 |
Time |
20' | |
Talk |
Oral abstract |
Title |
Homogenous Solutions of Effective Gravity | |||||
Co-authors | ||||||||
Abstract |
According to quantum field theory in curved space, the one loop corections to the effective action introduce quadratic terms in the curvature. We present classical homogenous solutions of this effective gravity for the Bianchi types I and VII_A. These geometries are the anisotropic generalizations of the Friedmann open, H3, and Einstein de Sitter R^3 solutions, respectively. Isotropisation will be discussed. |
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