2017
DOI: 10.1051/0004-6361/201629467
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Making maps of cosmic microwave background polarization for B-mode studies: the POLARBEAR example

Abstract: Analysis of cosmic microwave background (CMB) datasets typically requires some filtering of the raw time-ordered data. For instance, in the context of ground-based observations, filtering is frequently used to minimize the impact of low frequency noise, atmospheric contributions and/or scan synchronous signals on the resulting maps. In this work we have explicitly constructed a general filtering operator, which can unambiguously remove any set of unwanted modes in the data, and then amend the map-making proced… Show more

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Cited by 17 publications
(26 citation statements)
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“…We do not use any filtering during the map-making process to avoid the need to correct the reconstructed lensing potential power spectrum by additional MC corrections due to filter-induced biases. While some filtering procedures [19,21] or other map-making-stage modifications [22][23][24] may mitigate some systematic effects, in this work we only demonstrate to leading order the potential lensing biases which may result from systematics alone. We use the process described above to obtain three groups of simulations:…”
Section: Instrumental Systematics Simulationsmentioning
confidence: 64%
“…We do not use any filtering during the map-making process to avoid the need to correct the reconstructed lensing potential power spectrum by additional MC corrections due to filter-induced biases. While some filtering procedures [19,21] or other map-making-stage modifications [22][23][24] may mitigate some systematic effects, in this work we only demonstrate to leading order the potential lensing biases which may result from systematics alone. We use the process described above to obtain three groups of simulations:…”
Section: Instrumental Systematics Simulationsmentioning
confidence: 64%
“…It is possible to extend this method to any number of spins provided there are sufficient redundancies in the scanning strategy. Note that the less optimal the scan strategy, the less well conditioned the matrix inversion will be, as such necessitating cuts of ill-conditioned pixels (Kurki-Suonio et al 2009;Poletti et al 2017).…”
Section: A12 Multiple Spin Systematicsmentioning
confidence: 99%
“…Similar approaches to map-making for CMB observations while solving for nuisance terms in this way have been used in other contexts [42][43][44].…”
Section: First-order Bandpass Mismatch Correction By Regressionmentioning
confidence: 99%