A search for concentric rings with unusual variance in the 7-year WMAP temperature maps using a fast convolution approach
P. Bielewicz, B. D. Wandelt, A. J. Banday

TL;DR
This paper introduces a fast convolution method to analyze the variance of CMB temperature maps on azimuthally symmetric patches, applied to WMAP data to investigate claims of unusual variance rings and their implications for cosmological models.
Contribution
The paper presents a novel fast convolution technique for analyzing CMB variance on symmetric patches, enabling higher resolution searches for anomalous rings in WMAP data.
Findings
Rings with radii >10° show lower variance than LambdaCDM predictions.
Anomalies are linked to low-order multipoles, not new physics.
Results do not support the conformal cyclic cosmology scenario.
Abstract
We present a method for the computation of the variance of cosmic microwave background (CMB) temperature maps on azimuthally symmetric patches using a fast convolution approach. As an example of the application of the method, we show results for the search for concentric rings with unusual variance in the 7-year WMAP data. We re-analyse claims concerning the unusual variance profile of rings centred at two locations on the sky that have recently drawn special attention in the context of the conformal cyclic cosmology scenario proposed by Penrose (2009). We extend this analysis to rings with larger radii and centred on other points of the sky. Using the fast convolution technique enables us to perform this search with higher resolution and a wider range of radii than in previous studies. We show that for one of the two special points rings with radii larger than 10 degrees have…
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