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A Measurement of the Cosmic Microwave Background Lensing Potential and Power Spectrum from 500 deg$^2$ of SPTpol Temperature and Polarization Data

Authors :
Wu, W. L. K.
Mocanu, L. M.
Ade, P. A. R.
Anderson, A. J.
Austermann, J. E.
Avva, J. S.
Beall, J. A.
Bender, A. N.
Benson, B. A.
Bianchini, F.
Bleem, L. E.
Carlstrom, J. E.
Chang, C. L.
Chiang, H. C.
Citron, R.
Moran, C. Corbett
Crawford, T. M.
Crites, A. T.
de Haan, T.
Dobbs, M. A.
Everett, W.
Gallicchio, J.
George, E. M.
Gilbert, A.
Gupta, N.
Halverson, N. W.
Harrington, N.
Henning, J. W.
Hilton, G. C.
Holder, G. P.
Holzapfel, W. L.
Hou, Z.
Hrubes, J. D.
Huang, N.
Hubmayr, J.
Irwin, K. D.
Knox, L.
Lee, A. T.
Li, D.
Lowitz, A.
Manzotti, A.
McMahon, J. J.
Meyer, S. S.
Millea, M.
Montgomery, J.
Nadolski, A.
Natoli, T.
Nibarger, J. P.
Noble, G. I.
Novosad, V.
Omori, Y.
Padin, S.
Patil, S.
Pryke, C.
Reichardt, C. L.
Ruhl, J. E.
Saliwanchik, B. R.
Sayre, J. T.
Schaffer, K. K.
Sievers, C.
Simard, G.
Smecher, G.
Stark, A. A.
Story, K. T.
Tucker, C.
Vanderlinde, K.
Veach, T.
Vieira, J. D.
Wang, G.
Whitehorn, N.
Yefremenko, V.
Source :
ApJ 884 70 (2019)
Publication Year :
2019

Abstract

We present a measurement of the cosmic microwave background (CMB) lensing potential using 500 deg$^2$ of 150 GHz data from the SPTpol receiver on the South Pole Telescope. The lensing potential is reconstructed with signal-to-noise per mode greater than unity at lensing multipoles $L \lesssim 250$, using a quadratic estimator on a combination of CMB temperature and polarization maps. We report measurements of the lensing potential power spectrum in the multipole range of $100< L < 2000$ from sets of temperature-only, polarization-only, and minimum-variance estimators. We measure the lensing amplitude by taking the ratio of the measured spectrum to the expected spectrum from the best-fit $\Lambda$CDM model to the $\textit{Planck}$ 2015 TT+lowP+lensing dataset. For the minimum-variance estimator, we find $A_{\rm{MV}} = 0.944 \pm 0.058{\rm (Stat.)}\pm0.025{\rm (Sys.)}$; restricting to only polarization data, we find $A_{\rm{POL}} = 0.906 \pm 0.090 {\rm (Stat.)} \pm 0.040 {\rm (Sys.)}$. Considering statistical uncertainties alone, this is the most precise polarization-only lensing amplitude constraint to date (10.1 $\sigma$), and is more precise than our temperature-only constraint. We perform null tests and consistency checks and find no evidence for significant contamination.<br />Comment: 18 pages, 8 figures; updated to match published version

Details

Database :
arXiv
Journal :
ApJ 884 70 (2019)
Publication Type :
Report
Accession number :
edsarx.1905.05777
Document Type :
Working Paper
Full Text :
https://doi.org/10.3847/1538-4357/ab4186