Can all cosmological observations be accurately interpreted with a unique geometry?
arXiv:1304.7791 · doi:10.1103/PhysRevLett.111.091302
Abstract
The recent analysis of the Planck results reveals a tension between the best fits for (Ωm0, H0) derived from the cosmic microwave background or baryonic acoustic oscillations on the one hand, and the Hubble diagram on the other hand. These observations probe the universe on very different scales since they involve light beams of very different angular sizes; hence the tension between them may indicate that they should not be interpreted the same way. More precisely, this Letter questions the accuracy of using only the (perturbed) Friedmann-Lemaître geometry to interpret all the cosmological observations, regardless of their angular or spatial resolution. We show that using an inhomogeneous "Swiss-cheese" model to interpret the Hubble diagram allows to reconcile it with the Planck results. Such an approach does not require us to invoke new physics nor to violate the Copernican principle.
4 pages, 1 figure; typos corrected; v2 matches published version
References in corpus (15)
- Improved Distances to Type Ia Supernovae with Multicolor Light Curve Shapes: MLCS2k2
- On cosmological observables in a swiss-cheese universe
- The acceleration of the universe and the physics behind it
- Cosmic variance and the measurement of the local Hubble parameter
- Interpretation of the Hubble diagram in a nonhomogeneous universe
- Anti-lensing: the bright side of voids
- The cosmic microwave background bispectrum from the non-linear evolution of the cosmological perturbations
- Luminosity distance in "Swiss cheese" cosmology with randomized voids: I. Single void size
- Cosmic microwave background bispectrum on small angular scales
- The CMB bispectrum from recombination
- Swiss Cheese and a Cheesy CMB
- Measuring Omega_0 with higher-order Quasar-Galaxy Correlations induced by Weak Lensing
- Ricci focusing, shearing, and the expansion rate in an almost homogeneous Universe
- Lensing and Supernovae: Quantifying The Bias on the Dark Energy Equation of State
- Weak Lensing of Baryon Acoustic Oscillations
Cited by in corpus (40)
- A new tension in the cosmological model from primordial deuterium?
- The value of H_0 in the inhomogeneous Universe
- On Larger Values in the CMB Dipole Direction
- General Relativistic N-body simulations in the weak field limit
- How does the cosmic large-scale structure bias the Hubble diagram?
- Real-space density profile reconstruction of stacked voids
- Light propagation in a homogeneous and anisotropic universe
- Swiss-cheese models and the Dyer-Roeder approximation
- Evidence for an environment-dependent shift in the baryon acoustic oscillation peak
- Unified Treatment of the Luminosity Distance in Cosmology
- Weak-lensing by the large scale structure in a spatially anisotropic universe: theory and predictions
- Light propagation in inhomogeneous and anisotropic cosmologies
- Scalar perturbations and quasi-normal modes of a non-linear magnetic-charged black hole surrounded by quintessence
- Light propagation through black-hole lattices
- Effect of inhomogeneities on high precision measurements of cosmological distances
- Ray tracing and Hubble diagrams in post-Newtonian cosmology
- Non-linear relativistic contributions to the cosmological weak-lensing convergence
- The theory of stochastic cosmological lensing
- Slowly decaying resonances of massive scalar fields around Schwarzschild-de Sitter black holes
- The Local Value of in an Inhomogeneous Universe
- Reduced phase space optics for general relativity: Symplectic ray bundle transfer
- Cosmic backreaction and the mean redshift drift from symbolic regression
- CMB seen through random Swiss Cheese
- Light propagation in the averaged universe
- Supernovae as probes of cosmic parameters: estimating the bias from under-dense lines of sight
- Effect of inhomogeneities on the propagation of gravitational waves from binaries of compact objects
- Hubble tension as a window on the gravitation of the dark matter sector: Exploration of a family of models
- Lightcone Averaging and Precision Cosmology
- Relativistic cosmology number densities in void-Lemaitre-Tolman-Bondi models
- Viscous attenuation of gravitational waves propagating through an inhomogeneous background
- A Simple Gravitational Lens Model For Cosmic Voids
- Dark Coincidences: Small-Scale Solutions with Refracted Gravity and MOND
- Solving the Hubble tension à la Ellis & Stoeger 1987
- Constraint percolation on hyperbolic lattices
- Post-Newtonian Gravity in Cosmology
- The Effect of Primordial Anti-Biasing on the Local Measurement of the Key Cosmological Parameters
- Refracted Gravity Solutions from Small to Large Scales
- Impact of small scale inhomogeneities on observations of standard candles
- Living in a Non-Flat Universe: Theoretical Formalism
- The averaging problem on the past null cone in inhomogeneous dust cosmologies