Observational Constraints on Oscillating Dark-Energy Parametrizations
arXiv:1712.05746 · doi:10.1103/PhysRevD.98.063510
Abstract
We perform a detailed confrontation of various oscillating dark-energy parame-trizations with the latest sets of observational data. In particular, we use data from Joint Light Curve analysis (JLA) sample from Supernoave Type Ia, Baryon Acoustic Oscillations (BAO) distance measurements, Cosmic Microwave Background (CMB) observations, redshift space distortion, weak gravitational lensing, Hubble parameter measurements from cosmic chronometers, and we impose constraints on four oscillating models. From the analyses we find that the best-fit characters of almost all models are bent towards the phantom region, nevertheless in all of them the quintessential regime is also allowed within 1 confidence-level. Furthermore, the deviations from CDM cosmology are not significant, however for two of the models they could be visible at large scales, through the impact on the temperature anisotropy of the CMB spectra and on the matter power spectra. Finally, we peform the Bayesian analysis, which shows that the current observational data support the CDM paradigm over this set of oscillating dark-energy parametrizations.
26 pages, 7 Tables, 17 figures, version published in Phys.Rev.D
References in corpus (12)
- Dynamics of dark energy
- The Clustering of the SDSS DR7 Main Galaxy Sample I: A 4 per cent Distance Measure at z=0.15
- A parametric model for dark energy
- The oscillating dark energy: future singularity and coincidence problem
- Probing for dynamics of dark energy and curvature of universe with latest cosmological observations
- Features in Dark Energy Equation of State and Modulations in the Hubble Diagram
- A New Equation of State for Dark Energy Model
- A New Class of Parametrization for Dark Energy without Divergence
- Oscillations in the dark energy EoS: new MCMC lessons
- Constraining the dark energy models with H(z) data: an approach independent of
- Cosmological bounds on oscillating dark energy models
- Cosmic chronometers constraints on some fast-varying dark energy equations of state
Cited by in corpus (55)
- In the Realm of the Hubble tension a Review of Solutions
- Challenges for CDM: An update
- Constraints on the sum of the neutrino masses in dynamical dark energy models with are tighter than those obtained in CDM
- Eppur è piatto? The cosmic chronometer take on spatial curvature and cosmic concordance
- Observational constraints on one-parameter dynamical dark-energy parametrizations and the tension
- Robust Preference for Dynamical Dark Energy in DESI BAO and SN Measurements
- Covariant formulation of scalar-torsion gravity
- Field theoretic interpretations of interacting dark energy scenarios and recent observations
- Dark energy models from a parametrization of : A comprehensive analysis and observational constraints
- Dark energy in light of the early JWST observations: case for a negative cosmological constant?
- Dark sectors with dynamical coupling
- Neutrino cosmology after DESI: tightest mass upper limits, preference for the normal ordering, and tension with terrestrial observations
- Reconciling tension in a six parameter space?
- An overview of what current data can (and cannot yet) say about evolving dark energy
- Omnipotent dark energy: A phenomenological answer to the Hubble tension
- Soundness of Dark Energy properties
- Revealing the effects of curvature on the cosmological models
- Negative cosmological constant in the dark energy sector: tests from JWST photometric and spectroscopic observations of high-redshift galaxies
- Data-driven Reconstruction of the Late-time Cosmic Acceleration with f(T) Gravity
- Future Constraints on Dynamical Dark-Energy using Gravitational-Wave Standard Sirens
- Emergent Dark Energy, neutrinos and cosmological tensions
- Constraints on quintessence scalar field models using cosmological observations
- Dynamical dark energy confronted with multiple CMB missions
- Testing dark energy after pre-recombination early dark energy
- Imprints of an extended Chevallier-Polarski-Linder parametrization on the large scale of our universe
- Fourier-series expansion of the dark-energy equation of state
- Inevitable manifestation of wiggles in the expansion of the late Universe
- Bayesian evidence for -attractor dark energy models
- Cosmological consequences of a scalar field with oscillating equation of state: A possible solution to the fine-tuning and coincidence problems
- Testing an oscillatory behavior of dark energy
- Hints for possible low redshift oscillation around the best fit CDM model in the expansion history of the Universe
- New parametrization of the dark-energy equation of state with a single parameter
- Cosmographic Footprints of Dynamical Dark Energy
- Halo collapse: virialization by shear and rotation in dynamical dark-energy models. Effects on weak-lensing peaks
- Oscillating dark energy in light of the latest observations and its impact on the Hubble tension
- Gaussian-process reconstructions and model building of quintom dark energy from latest cosmological observations
- Shape of Dark Energy: Constraining Its Evolution with a General Parametrization
- Cosmological consequences of a scalar field with oscillating equation of state. II. Oscillating scaling and chaotic accelerating solutions
- Stability, dark energy parameterization and swampland aspect of Bianchi Type- cosmological models with f(R, T)-gravity
- Beyond Two Parameters: Revisiting Dark Energy with the Latest Cosmic Probes
- Revisiting CPL with sign-switching density: To cross or not to cross the NECB
- Magnetogenesis in Cyclical Universe
- A New Window on Dynamical Dark Energy: Combining DESI-DR2 BAO with future Gravitational Wave Observations
- Anisotropic Conformal Dark Gravity on the Lorentz Tangent Bundle Spacetime
- Cosmological consequences of a scalar field with oscillating equation of state. III. Unifying inflation with dark energy and small tensor-to-scalar ratio
- Observational constraints on dynamical dark energy with pivoting redshift
- Cosmological consequences of a scalar field with oscillating equation of state. IV. Primordial nucleosynthesis and the deuterium problem
- Tidal virialization of dark matter haloes with clustering dark energy
- Growth of Perturbations using Lambert Equation of State
- Is Dark Energy Changing? Probing the Universe's Expansion with present and future astronomical probes
- Cosmological Tensions with Non-Extensive Entropic Cosmology: A Modified Stress-Energy Approach
- Matter Creation Cosmologies and Accelerated Expansion
- Observational constraints on phenomenological emergent dark energy and barotropic dark matter characterized by a constant equation of state parameter
- Bayesian evidence and model selection approach for time-dependent dark energy
- Observational Constraints and Geometric Diagnostics of Barboza-Alcaniz and Logarithmic Dark Energy Parametrizations