Fullshape power spectrum for the Symmetron modified gravity model
Gerardo Morales-Navarrete, Jorge L. Cervantes-Cota

TL;DR
This paper develops a perturbation theory-based method to compute the fullshape galaxy power spectrum for the Symmetron modified gravity model, comparing it with the Hu-Sawicki model and validating it with mock data.
Contribution
It introduces a novel perturbation theory approach for the Symmetron model and demonstrates its effectiveness in modeling galaxy power spectra and redshift space distortions.
Findings
Symmetron growth rate similar to Hu-Sawicki F6 model within certain scales.
Proposed growth parametrization approximates both models with less than 0.6% deviation.
Validated the pipeline by recovering cosmological parameters from mock data.
Abstract
We make use of the perturbation theory for modified gravity models that we developed in previous works and apply it to construct the fullshape galaxy power spectrum for the Symmetron modified gravity model. First, we study the growth rate, that is a scale dependent quantity, and compare our results with those of the Hu-Sawcki (HS) model, finding that the Symmetron has a growth quite similar to the HS F6 in the wavenumber interval and for redshifts where Symmetron model is viable. We also propose a growth parametrization that turns to be a good approximation for the HS and Symmetron models, with a deviation less than . To compute the RSD multipoles we employ an expansion of the velocity moments generating function that is suitable for general modified gravity models. Later, we apply the fk-Perturbation Theory (fkPT) approximation to reduce the…
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