Optimal Cosmic Microwave Background Lensing Reconstruction and Parameter Estimation with SPTpol Data

We perform the first simultaneous Bayesian parameter inference and optimal reconstruction of the gravitational lensing of the cosmic microwave background (CMB), using 100 deg2 of polarization observations from the SPTpol receiver on the South Pole Telescope. These data reach noise levels as low as 5...

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Published in:The Astrophysical Journal
Main Authors: Millea, M., Daley, C. M., Chou, T-L., Anderes, E., 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., Chaubal, P., 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., Goeckner-Wald, N., Guns, S., Gupta, N., Halverson, N. W., Henning, J. W., Hilton, G. C., Holder, G. P., Holzapfel, W. L., Hrubes, J. D., Huang, N., Hubmayr, J., Irwin, K. D., Knox, L., Lee, A. T., Li, D., Lowitz, A., McMahon, J. J., Meyer, S. S., Mocanu, L. M., Montgomery, J., Natoli, T., Nibarger, J. P., Noble, G., Novosad, V., Omori, Y., Padin, S., Patil, S., Pryke, C., Reichardt, C. L., Ruhl, J. E., Saliwanchik, B. R., Schaffer, K. K., Sievers, C., Smecher, G., Stark, A. A., Thorne, B., Tucker, C., Veach, T., Vieira, J. D., Wang, G., Whitehorn, N., Wu, W. L. K., Yefremenko, V.
Format: Article in Journal/Newspaper
Language:unknown
Published: American Astronomical Society 2021
Subjects:
Online Access:https://doi.org/10.3847/1538-4357/ac02bb
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spelling ftcaltechauth:oai:authors.library.caltech.edu:m2dv8-kje04 2024-06-23T07:56:49+00:00 Optimal Cosmic Microwave Background Lensing Reconstruction and Parameter Estimation with SPTpol Data Millea, M. Daley, C. M. Chou, T-L. Anderes, E. 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. Chaubal, P. 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. Goeckner-Wald, N. Guns, S. Gupta, N. Halverson, N. W. Henning, J. W. Hilton, G. C. Holder, G. P. Holzapfel, W. L. Hrubes, J. D. Huang, N. Hubmayr, J. Irwin, K. D. Knox, L. Lee, A. T. Li, D. Lowitz, A. McMahon, J. J. Meyer, S. S. Mocanu, L. M. Montgomery, J. Natoli, T. Nibarger, J. P. Noble, G. Novosad, V. Omori, Y. Padin, S. Patil, S. Pryke, C. Reichardt, C. L. Ruhl, J. E. Saliwanchik, B. R. Schaffer, K. K. Sievers, C. Smecher, G. Stark, A. A. Thorne, B. Tucker, C. Veach, T. Vieira, J. D. Wang, G. Whitehorn, N. Wu, W. L. K. Yefremenko, V. 2021-12-01 https://doi.org/10.3847/1538-4357/ac02bb unknown American Astronomical Society https://arxiv.org/abs/2012.01709 https://doi.org/10.3847/1538-4357/ac02bb oai:authors.library.caltech.edu:m2dv8-kje04 eprintid:112253 resolverid:CaltechAUTHORS:20211207-393804000 info:eu-repo/semantics/openAccess Other Astrophysical Journal, 922(2), Art. No. 259, (2021-12-01) Cosmology Cosmic microwave background radiation Gravitational lensing Weak gravitational lensing Bayesian statistics Space and Planetary Science Astronomy and Astrophysics info:eu-repo/semantics/article 2021 ftcaltechauth https://doi.org/10.3847/1538-4357/ac02bb 2024-06-12T04:26:04Z We perform the first simultaneous Bayesian parameter inference and optimal reconstruction of the gravitational lensing of the cosmic microwave background (CMB), using 100 deg2 of polarization observations from the SPTpol receiver on the South Pole Telescope. These data reach noise levels as low as 5.8 μK arcmin in polarization, which are low enough that the typically used quadratic estimator (QE) technique for analyzing CMB lensing is significantly suboptimal. Conversely, the Bayesian procedure extracts all lensing information from the data and is optimal at any noise level. We infer the amplitude of the gravitational lensing potential to be A_ϕ = 0.949 ± 0.122 using the Bayesian pipeline, consistent with our QE pipeline result, but with 17% smaller error bars. The Bayesian analysis also provides a simple way to account for systematic uncertainties, performing a similar job as frequentist "bias hardening" or linear bias correction, and reducing the systematic uncertainty on A_ϕ due to polarization calibration from almost half of the statistical error to effectively zero. Finally, we jointly constrain A_ϕ along with A_L, the amplitude of lensing-like effects on the CMB power spectra, demonstrating that the Bayesian method can be used to easily infer parameters both from an optimal lensing reconstruction and from the delensed CMB, while exactly accounting for the correlation between the two. These results demonstrate the feasibility of the Bayesian approach on real data, and pave the way for future analysis of deep CMB polarization measurements with SPT-3G, Simons Observatory, and CMB-S4, where improvements relative to the QE can reach 1.5 times tighter constraints on A_ϕ and seven times lower effective lensing reconstruction noise. © 2021. The American Astronomical Society. Received 2020 December 8; revised 2021 May 6; accepted 2021 May 17; published 2021 December 6. M.M. thanks Uros Seljak for useful discussions. The South Pole Telescope (SPT) is supported by the National Science Foundation through ... Article in Journal/Newspaper South pole Caltech Authors (California Institute of Technology) South Pole The Astrophysical Journal 922 2 259
institution Open Polar
collection Caltech Authors (California Institute of Technology)
op_collection_id ftcaltechauth
language unknown
topic Cosmology
Cosmic microwave background radiation
Gravitational lensing
Weak gravitational lensing
Bayesian statistics
Space and Planetary Science
Astronomy and Astrophysics
spellingShingle Cosmology
Cosmic microwave background radiation
Gravitational lensing
Weak gravitational lensing
Bayesian statistics
Space and Planetary Science
Astronomy and Astrophysics
Millea, M.
Daley, C. M.
Chou, T-L.
Anderes, E.
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.
Chaubal, P.
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.
Goeckner-Wald, N.
Guns, S.
Gupta, N.
Halverson, N. W.
Henning, J. W.
Hilton, G. C.
Holder, G. P.
Holzapfel, W. L.
Hrubes, J. D.
Huang, N.
Hubmayr, J.
Irwin, K. D.
Knox, L.
Lee, A. T.
Li, D.
Lowitz, A.
McMahon, J. J.
Meyer, S. S.
Mocanu, L. M.
Montgomery, J.
Natoli, T.
Nibarger, J. P.
Noble, G.
Novosad, V.
Omori, Y.
Padin, S.
Patil, S.
Pryke, C.
Reichardt, C. L.
Ruhl, J. E.
Saliwanchik, B. R.
Schaffer, K. K.
Sievers, C.
Smecher, G.
Stark, A. A.
Thorne, B.
Tucker, C.
Veach, T.
Vieira, J. D.
Wang, G.
Whitehorn, N.
Wu, W. L. K.
Yefremenko, V.
Optimal Cosmic Microwave Background Lensing Reconstruction and Parameter Estimation with SPTpol Data
topic_facet Cosmology
Cosmic microwave background radiation
Gravitational lensing
Weak gravitational lensing
Bayesian statistics
Space and Planetary Science
Astronomy and Astrophysics
description We perform the first simultaneous Bayesian parameter inference and optimal reconstruction of the gravitational lensing of the cosmic microwave background (CMB), using 100 deg2 of polarization observations from the SPTpol receiver on the South Pole Telescope. These data reach noise levels as low as 5.8 μK arcmin in polarization, which are low enough that the typically used quadratic estimator (QE) technique for analyzing CMB lensing is significantly suboptimal. Conversely, the Bayesian procedure extracts all lensing information from the data and is optimal at any noise level. We infer the amplitude of the gravitational lensing potential to be A_ϕ = 0.949 ± 0.122 using the Bayesian pipeline, consistent with our QE pipeline result, but with 17% smaller error bars. The Bayesian analysis also provides a simple way to account for systematic uncertainties, performing a similar job as frequentist "bias hardening" or linear bias correction, and reducing the systematic uncertainty on A_ϕ due to polarization calibration from almost half of the statistical error to effectively zero. Finally, we jointly constrain A_ϕ along with A_L, the amplitude of lensing-like effects on the CMB power spectra, demonstrating that the Bayesian method can be used to easily infer parameters both from an optimal lensing reconstruction and from the delensed CMB, while exactly accounting for the correlation between the two. These results demonstrate the feasibility of the Bayesian approach on real data, and pave the way for future analysis of deep CMB polarization measurements with SPT-3G, Simons Observatory, and CMB-S4, where improvements relative to the QE can reach 1.5 times tighter constraints on A_ϕ and seven times lower effective lensing reconstruction noise. © 2021. The American Astronomical Society. Received 2020 December 8; revised 2021 May 6; accepted 2021 May 17; published 2021 December 6. M.M. thanks Uros Seljak for useful discussions. The South Pole Telescope (SPT) is supported by the National Science Foundation through ...
format Article in Journal/Newspaper
author Millea, M.
Daley, C. M.
Chou, T-L.
Anderes, E.
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.
Chaubal, P.
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.
Goeckner-Wald, N.
Guns, S.
Gupta, N.
Halverson, N. W.
Henning, J. W.
Hilton, G. C.
Holder, G. P.
Holzapfel, W. L.
Hrubes, J. D.
Huang, N.
Hubmayr, J.
Irwin, K. D.
Knox, L.
Lee, A. T.
Li, D.
Lowitz, A.
McMahon, J. J.
Meyer, S. S.
Mocanu, L. M.
Montgomery, J.
Natoli, T.
Nibarger, J. P.
Noble, G.
Novosad, V.
Omori, Y.
Padin, S.
Patil, S.
Pryke, C.
Reichardt, C. L.
Ruhl, J. E.
Saliwanchik, B. R.
Schaffer, K. K.
Sievers, C.
Smecher, G.
Stark, A. A.
Thorne, B.
Tucker, C.
Veach, T.
Vieira, J. D.
Wang, G.
Whitehorn, N.
Wu, W. L. K.
Yefremenko, V.
author_facet Millea, M.
Daley, C. M.
Chou, T-L.
Anderes, E.
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.
Chaubal, P.
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.
Goeckner-Wald, N.
Guns, S.
Gupta, N.
Halverson, N. W.
Henning, J. W.
Hilton, G. C.
Holder, G. P.
Holzapfel, W. L.
Hrubes, J. D.
Huang, N.
Hubmayr, J.
Irwin, K. D.
Knox, L.
Lee, A. T.
Li, D.
Lowitz, A.
McMahon, J. J.
Meyer, S. S.
Mocanu, L. M.
Montgomery, J.
Natoli, T.
Nibarger, J. P.
Noble, G.
Novosad, V.
Omori, Y.
Padin, S.
Patil, S.
Pryke, C.
Reichardt, C. L.
Ruhl, J. E.
Saliwanchik, B. R.
Schaffer, K. K.
Sievers, C.
Smecher, G.
Stark, A. A.
Thorne, B.
Tucker, C.
Veach, T.
Vieira, J. D.
Wang, G.
Whitehorn, N.
Wu, W. L. K.
Yefremenko, V.
author_sort Millea, M.
title Optimal Cosmic Microwave Background Lensing Reconstruction and Parameter Estimation with SPTpol Data
title_short Optimal Cosmic Microwave Background Lensing Reconstruction and Parameter Estimation with SPTpol Data
title_full Optimal Cosmic Microwave Background Lensing Reconstruction and Parameter Estimation with SPTpol Data
title_fullStr Optimal Cosmic Microwave Background Lensing Reconstruction and Parameter Estimation with SPTpol Data
title_full_unstemmed Optimal Cosmic Microwave Background Lensing Reconstruction and Parameter Estimation with SPTpol Data
title_sort optimal cosmic microwave background lensing reconstruction and parameter estimation with sptpol data
publisher American Astronomical Society
publishDate 2021
url https://doi.org/10.3847/1538-4357/ac02bb
geographic South Pole
geographic_facet South Pole
genre South pole
genre_facet South pole
op_source Astrophysical Journal, 922(2), Art. No. 259, (2021-12-01)
op_relation https://arxiv.org/abs/2012.01709
https://doi.org/10.3847/1538-4357/ac02bb
oai:authors.library.caltech.edu:m2dv8-kje04
eprintid:112253
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Other
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container_title The Astrophysical Journal
container_volume 922
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