Properties of singularities in the (phantom) dark energy universe

Keywords

Dark energy, Big Rip, Physics, Gravitational singularity, Phantom energy

References

• AdS/CFT correspondence, conformal anomaly and quantum corrected entropy boundsNojiri, S, Odintsov, S D — 2001
• A phantom menace? Cosmological consequences of a dark energy component with super-negative equation of stateR.R Caldwell — 2002
• More General Sudden SingularitiesBarrow, J D — 2004
• Phantom Field and the Fate of UniverseSami, M, Toporensky, A V — 2003

Cited by

• Scalar perturbation of the viscosity dark fluid cosmological modelXu Dou, Xin-He Meng — 2009
• Theories of modified gravity and reconstruction schemes of cosmological modelsAntonio Jesús López Revelles — 2013
• Brane Kantowski-Sachs universe with linear equation of state and a future singularityG. S. Khadekar — 2014
• Holographic dark energy reconstruction in f(T,T)f(T,T) gravityInes G. Salako, Abdul Jawad, Surajit Chattopadhyay — 2015
• Generalized second law of thermodynamics in f(T) gravity with entropy correctionsKazuharu Bamba, Davood Momeni, Mubasher Jamil — 2012
• Transition from quintessence to the phantom phase in the quintom modelH. Mohseni Sadjadi, M. Alimohammadi — 2006
• Casimir Effect Near the Future Singularity in Kaluza Klein Viscous CosmologyG. S. Khadekar — 2016
• Interacting realization of cosmological singularities with variable vacuum energyLuis P. Chimento, Martín G. Richarte — 2015
• Interacting Holographic Dark Energy, Future Singularity and Polytropic Gas Model of Dark Energy in Closed FRW UniverseSanjay Sarkar — 2016
• Dark energy from quantum gravityMatin Børstad Eriksen — 2009
• Cosmological dynamics and dark energy with a nonlinear equation of state: a quadratic modelKishore N. Ananda, Marco Bruni — 2005
• The osgood criterion and finite‐time cosmological singularitiesIkjyot Singh Kohli — 2015
• Study of non-canonical scalar field model using various parametrizations of dark energy equation of stateAbdulla Al Mamon, Sudipta Das — 2015
• Isotropic turbulence in the dark fluid universe with inhomogeneous equation of stateR. D. Boko, Manuel E. Rodrigues, M. J. S. Houndjo — 2012
• Observational constraints on EoS parameters of emergent universeBikash Chandra Paul, P. Thakur — 2014
• Quantisation of the holographic Ricci dark energy modelImanol Albarran, Mariam Bouhmadi-López — 2015
• On Singularities in Cosmic InflationIkjyot Singh Kohli — 2015
• Friedmann Cosmology with a Generalized Equation of State and Bulk ViscosityMeng Xin-He, Ren Jie, Hu Ming-Guang — 2005
• Smooth dynamical crossing of the phantom divide line of a scalar field in simple cosmological modelsA. A. Andrianov, F. Cannata, Alexander Yu. Kamenshchik — 2005
• DILATON COUPLED QUINTESSENCE MODEL IN THE ω - ω′ PLANEZengguang Huang, H. Q. Lu, W. FANG — 2006

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