clustering based redshift estimation with lsst desi
play

Clustering-based redshift estimation with LSST & DESI Mubdi - PowerPoint PPT Presentation

Clustering-based redshift estimation with LSST & DESI Mubdi Rahman Alex Mendez Brice Mnard Ryan Scranton Johns Hopkins University, Samuel Schmidt Kavli IPMU Tokyo University Vivien Scottez What is a photometric redshift? Photometric


  1. Clustering-based redshift estimation with LSST & DESI Mubdi Rahman Alex Mendez Brice Ménard Ryan Scranton Johns Hopkins University, Samuel Schmidt Kavli IPMU Tokyo University Vivien Scottez

  2. What is a photometric redshift? Photometric redshift estimation is a mapping from the photometric space {F i } to redshift. Photometric space Dim ~ 10 brightness f ra,dec redshift space 
 size Dim = 1 ellipticity … N~4 colors

  3. What is a photometric redshift? Photometric redshift estimation is a mapping from the photometric space {F i } to redshift. Any measured property in {Fi} has an associated noise estimate. A photometric source is not just a point in {Fi} but a region defined by the noise level. p(z | {F i } ) does not apply to a given object but to a class of objects statistically indistinguishable. Color-based photometric redshifts are the same for all galaxies with similar colors (set by photometric errors).

  4. What is a photometric redshift? Photometric space Dim ~ 10 brightness f ra,dec redshift space 
 size Dim = 1 ellipticity … N~4 colors

  5. Mapping the photometric space to redshift space Hildebrandt et al. Photometric space Dim ~ 10 brightness ra,dec redshift space 
 size Dim = 1 ellipticity … N~4 colors ˆ f Photometric Redshifts SEDs or Training Sets

  6. Mapping the photometric space to redshift space Photometric space Dim ~ 10 brightness ra,dec redshift space 
 size Dim = 1 ellipticity … N~4 colors ˆ f Photometric Redshifts SEDs or Training Sets

  7. Mapping the photometric space to redshift space ˆ f Schneider et al. (2006) 
 Clustering Redshifts Ho et al. (2008) 
 Spatial Correlation with Reference Set Newman (2008, 2010) 
 Ménard et al. (2013) 
 < ∂ . ∂ ref (ra,dec) > Schmidt et al. (2013) 
 McQuinn & White (2013) Photometric space Dim ~ 10 brightness ra,dec redshift space 
 size Dim = 1 ellipticity … N~4 colors ˆ f Photometric Redshifts SEDs or Training Sets < color . F ref ( λ ) >

  8. ? < ∂ i . ∂ unknown >

  9. ? < ∂ i . ∂ unknown >

  10. Mapping the photometric space to redshift space ˆ f Clustering Redshifts Spatial Correlation with Reference Set < ∂ . ∂ ref (ra,dec) > ~ b(z) x dN/dz Photometric space Dim ~ 10 brightness ra,dec redshift space 
 size Dim = 1 ellipticity … N~4 colors ˆ f Photometric Redshifts SEDs or Training Sets < color . F ref ( λ ) >

  11. Applications of clustering redshifts SDSS optical CFHT-LS optical 2MASS near infrared WISE infrared

  12. Applications of clustering redshifts ~100 million galaxies at SDSS optical x ∆ z CFHT-LS optical spectroscopic galaxy sample 2MASS near infrared r < 18 mag 1 million objects WISE infrared

  13. Photometrically-selected galaxies = 1 sample 1: 0.5 < g-r < 0.6 ~ 6,300 galaxies sample 2: 1.3 < g-i < 1.4 ~ 10,000 galaxies sample 3: 1.2 < g-r < 1.3 ~ 2,500 galaxies Rahman et al. (2015)

  14. Generalization to one million galaxies = 1 Rahman, BM et al. (2015)

  15. Generalization to one million galaxies 15 Rahman, BM et al. (2015)

  16. Comparison to photometric redshifts sample 2 sample 3 SDSS KD-tree photometric redshifts Rahman, BM et al. (2015)

  17. Applications of clustering redshifts ~100 million galaxies at SDSS optical x ∆ z CFHT-LS optical Entire photometric sample 2MASS near infrared r < 22 mag 100 million objects WISE infrared

  18. What can I do with 100 million photometric galaxies? information used: (u,g,r,i,z) + (ra,dec) u-g g-r r-i i-z color color color color color color color color

  19. arXiv:1512.03057 Rahman, Mendez, BM et al. (2015)

  20. arXiv:1512.03057 Rahman, Mendez, BM et al. (2015)

  21. Comparison clustering-z vs photo-z Rahman et al. (2015)

  22. Applications of clustering redshifts SDSS optical J H K CFHT-LS optical 1.0 1.5 2.0 2.5 λ [ µ m] 2MASS extended sources 2MASS near infrared K < 14 mag 1.5 million objects WISE infrared

  23. Skrutskie et al. (2006) Observations: 1997-2001, J, H & K bands mean cluster-z Rahman et al. (2015)

  24. Applications of clustering redshifts SDSS optical J H K CFHT-LS optical 1.0 1.5 2.0 2.5 λ [ µ m] 2MASS extended sources 2MASS extended sources 2MASS point sources near infrared K < 14 mag K < 14 mag 1.5 million objects 1.5 million objects WISE infrared

  25. clustering redshifts for extended & point sources Rahman et al. (2015)

  26. Difficult sources for photometric redshifts ~300,000 log N interlopers strongly lensed dust-reddened from ≠ z galaxies objects galaxy/AGN emission-line mergers driven sources

  27. Clustering redshifts summary Cluster-z We have a new tool in hand to Photometric redshift space characterize the mapping between the photometric space and redshift Photo-z We can already deproject various cluster-z photometric datasets and obtain meaningful color-redshift tracks. color color color color

Download Presentation
Download Policy: The content available on the website is offered to you 'AS IS' for your personal information and use only. It cannot be commercialized, licensed, or distributed on other websites without prior consent from the author. To download a presentation, simply click this link. If you encounter any difficulties during the download process, it's possible that the publisher has removed the file from their server.

Recommend


More recommend