2018
DOI: 10.3847/1538-3881/aac6b5
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Approximating Photo-z PDFs for Large Surveys

Abstract: Modern galaxy surveys produce redshift probability density functions (PDFs) in addition to traditional photometric redshift (photo-z) point estimates. However, the storage of photo-z PDFs may present a challenge with increasingly large catalogs, as we face a trade-off between the accuracy of subsequent science measurements and the limitation of finite storage resources. This paper presents qp, a Python package for manipulating parametrizations of 1-dimensional PDFs, as suitable for photo-z PDF compression. We … Show more

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Cited by 30 publications
(23 citation statements)
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“…The validity of this assumption in our scheme is tested in § 5.2. For an ensemble of N galaxies, an estimator (see Malz et al 2018, for a discussion) of the redshift distribution, dN/dz ∝ p(z), is given by…”
Section: Formalismmentioning
confidence: 99%
“…The validity of this assumption in our scheme is tested in § 5.2. For an ensemble of N galaxies, an estimator (see Malz et al 2018, for a discussion) of the redshift distribution, dN/dz ∝ p(z), is given by…”
Section: Formalismmentioning
confidence: 99%
“…Within few years, the trend to provide both photo-z point estimates and PDFs has now become a consolidated practice (Sheldon et al, 2012;Carrasco Kind and Brunner, 2013;Carrasco Kind and Brunner, 2014a,b;Bonnett, 2015;Cavuoti et al, 2017a;Malz et al, 2018;Tanaka et al, 2018;Amaro et al, 2019;Mucesh et al, 2020;Nishizawa et al, 2020). The idea is that a PDF should be able to provide a more complete information than the point estimation of the redshift.…”
Section: Is the Photo-z Point Estimate Enough?mentioning
confidence: 99%
“…As is shown in Schmidt et al (2019), the myriad methods for deriving photo-z PDFs yield radically different results, motivating a desire to store the results of more than one algorithm in the absence of an obvious best choice. For the photo-z PDFs of most codes, one may need to seek a clever storage parameterization to meet LSST's constraints (Carrasco Kind & Brunner 2014;Malz et al 2018), but FlexCode is virtually immune to this restriction. Since FlexCode relies on a basis expansion, one only needs to store n basis coefficients per target density for a lossless compression of the estimated PDF with no need for binning.…”
Section: Flexcodementioning
confidence: 99%