We study the integrable model with minimally and non-minimally coupled scalar fields and the correspondence of their general solutions. Using the model with a minimally coupled scalar field and a the constant potential as an example we demonstrate the difference between the general solutions of the corresponding models in the Jordan and the Einstein frames.
Kamenchtchik, A., Pozdeeva, E., Tronconi, A., Venturi, G., Vernov, S. (2017). General Solutions of Integrable Cosmological Models with Non-Minimal Coupling. PHYSICS OF PARTICLES AND NUCLEI LETTERS, 14, 382-385 [10.1134/S1547477117020169].
General Solutions of Integrable Cosmological Models with Non-Minimal Coupling
KAMENCHTCHIK, ALEXANDR;TRONCONI, ALESSANDRO;VENTURI, GIOVANNI;
2017
Abstract
We study the integrable model with minimally and non-minimally coupled scalar fields and the correspondence of their general solutions. Using the model with a minimally coupled scalar field and a the constant potential as an example we demonstrate the difference between the general solutions of the corresponding models in the Jordan and the Einstein frames.File in questo prodotto:
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