An Alcock-Paczynski Test on Reionization Bubbles for Cosmology
Emilie Th\'elie, Franco Del Balso, Julian B. Mu\~noz, and Adrian Liu

TL;DR
This paper introduces an Alcock-Paczynski test using HII bubbles during reionization to constrain cosmology, leveraging neural networks and upcoming 21-cm observations to achieve high-precision measurements of the universe's expansion rate at high redshifts.
Contribution
It proposes a novel AP test method on reionization bubbles using neural networks and watershed algorithms, enabling precise cosmological constraints from 21-cm data.
Findings
SKA-like experiments can constrain $D_A H$ at reionization with ~2% precision.
Neural networks effectively reconstruct neutral-fraction maps from noisy 21-cm signals.
The method is robust against astrophysical and cosmological uncertainties.
Abstract
In this paper, we propose an Alcock-Paczy\'nski (AP) test to constrain cosmology using HII bubbles during the Epoch of Reionization. Similarly to cosmic voids, a stack of HII bubbles is spherically symmetric because ionizing fronts propagate isotropically on average (even if individual bubbles may not be spherical), making them standard spheres to be used in an AP test. Upcoming 21-cm observations, from the Square Kilometer Array (SKA) for instance, will contain tomographic information about HII regions during reionization. However, extracting the bubbles from this signal is made difficult because of instrumental noise and foreground systematics. Here, we use a neural network to reconstruct neutral-fraction boxes from the noisy 21-cm signal, from which we extract bubbles using a watershed algorithm. We then run the purely geometrical AP test on these stacks, showing that a SKA-like…
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Taxonomy
TopicsCosmology and Gravitation Theories
