BeyondPlanck VIII. Efficient Sidelobe Convolution and Correction through Spin Harmonics
BeyondPlanck VIII. Efficient Sidelobe Convolution and Correction through Spin Harmonics
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Author / Creator
Galloway, M , Reinecke, M , Andersen, K J , Aurlien, R , Banerji, R , Bersanelli, M , Bertocco, S , Brilenkov, M , Carbone, M , Colombo, L P L , Eriksen, H K , Foss, M K , Franceschet, C , Fuskeland, U , Galeotta, S , Gerakakis, S , Gjerløw, E , Hensley, B , Herman, D , Iacobellis, M , Ieronymaki, M , Ihle, H T , Jewell, J B , Karakci, A , Keihänen, E , Keskitalo, R , Maggio, G , Maino, D , Maris, M , Paradiso, S , Partridge, B , A -S Suur-Uski , Svalheim, T L , Tavagnacco, D , Thommesen, H , Watts, D J , Wehus, I K and Zacchei, A
Publisher
Ithaca: Cornell University Library, arXiv.org
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English
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Ithaca: Cornell University Library, arXiv.org
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Contents
We introduce a new formulation of the Conviqt convolution algorithm in terms of spin harmonics, and apply this to the problem of sidelobe correction for BeyondPlanck, the first end-to-end Bayesian Gibbs sampling framework for CMB analysis. We compare our implementation to the previous Planck LevelS implementation, and find good agreement between th...
Alternative Titles
Full title
BeyondPlanck VIII. Efficient Sidelobe Convolution and Correction through Spin Harmonics
Authors, Artists and Contributors
Author / Creator
Reinecke, M
Andersen, K J
Aurlien, R
Banerji, R
Bersanelli, M
Bertocco, S
Brilenkov, M
Carbone, M
Colombo, L P L
Eriksen, H K
Foss, M K
Franceschet, C
Fuskeland, U
Galeotta, S
Gerakakis, S
Gjerløw, E
Hensley, B
Herman, D
Iacobellis, M
Ieronymaki, M
Ihle, H T
Jewell, J B
Karakci, A
Keihänen, E
Keskitalo, R
Maggio, G
Maino, D
Maris, M
Paradiso, S
Partridge, B
A -S Suur-Uski
Svalheim, T L
Tavagnacco, D
Thommesen, H
Watts, D J
Wehus, I K
Zacchei, A
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Primary Identifiers
Record Identifier
TN_cdi_proquest_journals_2618758481
Permalink
https://devfeature-collection.sl.nsw.gov.au/record/TN_cdi_proquest_journals_2618758481
Other Identifiers
E-ISSN
2331-8422
DOI
10.48550/arxiv.2201.03478
