https://github.com/cmbant/planckearlylcdm

Planck parameter chains independent of late-time cosmology

https://github.com/cmbant/planckearlylcdm

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Planck parameter chains independent of late-time cosmology

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Created about 1 year ago · Last pushed 8 months ago
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README.md

Planck PR4 TTTEEE+lowE+lensing Early ΛCDM Parameter Chains

This repository contains the early ΛCDM cosmological parameter chains derived from the Planck from the paper "CMB Constraints on the Early Universe Independent of Late-Time Cosmology" by Pablo Lemos and Antony Lewis (arXiv:2302.12911).

Overview

The early ΛCDM parameter chains allow for robust constraints on the early universe's physics while being minimally influenced by assumptions about late-time cosmology. By leveraging empirical constraints on CMB lensing and weak priors on integrated effects such as the Sachs-Wolfe effect and foreground contributions, these chains provide insights into the early universe that are independent of the complexities of late-time structure growth.

Data

The chains were generated using Cobaya and use:

  • Planck PR4 CamSpec likelihood
  • Temperature and polarization data (TTTEEE) at ℓ ≥ 30
  • Low-ℓ EE polarization data
  • Planck PR4 lensing likelihood

Methodology

Parameters are constrained using an approach that:

  • Models CMB lensing empirically using a spline fit to the lensing power spectrum
  • Excludes low-ℓ temperature data (ℓ < 30) to avoid ISW sensitivity
  • Models residual ISW at ℓ ≥ 30 with a template
  • Uses empirical foreground templates
  • Treats reionization through a single τ parameter

Usage

Chains can be analysed or visualized using GetDist.

The .covmat file has the parameter covariance for Gaussian approximations.

To use a simple Gaussian approximation to the likelihood in Cobaya you can use gaussian_mixture, e.g. for 3-parameters

likelihood: gaussian_mixture: means: [[1.04103e-2, 0.02223, 0.1192]] covs: [[ 6.62099420e-12, 1.24442058e-10, -1.31731741e-09], [ 1.24442058e-10, 2.13441666e-08, -1.15345007e-07], [-1.31731741e-09, -1.15345007e-07, 1.69776300e-06]] input_params: ['thetastar', 'ombh2', 'omch2'] output_params: []

You can calculate means and covariances from the the chains using getdist, e.g.

``` from getdist import loadMCSamples samples = loadMCSamples('./splineplanckPR4TTTEEElowElensingISW', settings={'ignore_rows': 0.3}) samples.addDerived(samples['thetastar']/100, 'thetaunscaled')

print(samples.mean(['thetaunscaled','ombh2','omch2'])) print(samples.cov(['thetaunscaled','ombh2','omch2'])) ```

Note that theta values stored in the chain are scaled by 100.

Citation

If you use these chains or the associated analyses in your work, please cite:

@article{Lemos:2023xhs, author = "Lemos, Pablo and Lewis, Antony", title = "{CMB constraints on the early Universe independent of late-time cosmology}", eprint = "2302.12911", archivePrefix = "arXiv", primaryClass = "astro-ph.CO", doi = "10.1103/PhysRevD.107.103505", journal = "Phys. Rev. D", volume = "107", number = "10", pages = "103505", year = "2023" } }

Owner

  • Name: Antony Lewis
  • Login: cmbant
  • Kind: user
  • Company: University of Sussex

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