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1 | We consider the asymptoic behaviour of the Chern - Simons (CS) theory with matter in curved space - time. The asymptotics of effective couplings are discussed. | 1043 | ||||
2 | A dark Friedman-Robertson-Walker fluid governed by a non-linear ingomogeneous equation of state (EoS) is considered that it can be viewed as a conveniently simple paradigm for the whole class of models that exhibit phase transitions from a non-phantom towards a phantom era. On the other hand, such dark fluid models may also describe quintessence-like cosmic acceleration. Adding a cosmological constant-like term to the EoS led us to the conclusion that at some t = t1 a future singularity forms, in the sense that the energy density and the Hubble parameter simultaneously approach infinity at this value. Keywords: dark energy, cosmological singularity, cosmic acceleration | 903 | ||||
3 | The four-dimensional flat Friedman universe filled with ideal fluid with a nonlinear inhomogeneous equation of state depending on time is considered. The equations of motion are solved. It is shown that in some cases there appears a quasi-periodical universe. On the other hand, such dark fluid models may also describe quintessence-like cosmic acceleration. The appearance of future singularities resulting from various choices for the input parameters is discussed. Keywords: темная энергия, космологическая сингулярность, космическое ускорение | 910 | ||||
4 | We investigate a specic model for a dark energy which lead to the Quasi-Rip cosmology. In the Quasi-Rip model the equation of state parameter w is less than -1 in the rst stage, but then in the second stage is larger than -1. The conditions for the appearance the Quasi-Rip in the terms of the parameters equation of state are received. Keywords: dark energy, cosmological constant, equation of state, bound structures | 978 |