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Astrophysical Journal, volume 938, issue 2, pages 113

The Pantheon+ Analysis: The Full Data Set and Light-curve Release

Dan Scolnic
Dillon Brout
Anthony Carr
Adam G. Riess
T.D Davis
Arianna Dwomoh
David O. Jones
Noor Ali
Pranav Charvu
Rebecca Chen
Erik R. Peterson
Brodie Popovic
B. M. Rose
Charlotte M. Wood
Peter J. Brown
Ken Chambers
David A. Coulter
Kyle G. Dettman
Georgios Dimitriadis
Alexei V. Filippenko
Ryan J. Foley
S. C. Jha
C. D. Kilpatrick
Robert Kirshner
Yen-Chen Pan
Armin Rest
César Rojas-Bravo
Matthew R. Siebert
Benjamin E. Stahl
WeiKang Zheng
Show full list: 30 authors
Publication typeJournal Article
Publication date2022-10-01
scimago Q1
SJR1.905
CiteScore8.4
Impact factor4.8
ISSN0004637X, 15384357
Space and Planetary Science
Astronomy and Astrophysics
Abstract

Here we present 1701 light curves of 1550 unique, spectroscopically confirmed Type Ia supernovae (SNe Ia) that will be used to infer cosmological parameters as part of the Pantheon+ SN analysis and the Supernovae and H 0 for the Equation of State of dark energy distance-ladder analysis. This effort is one part of a series of works that perform an extensive review of redshifts, peculiar velocities, photometric calibration, and intrinsic-scatter models of SNe Ia. The total number of light curves, which are compiled across 18 different surveys, is a significant increase from the first Pantheon analysis (1048 SNe), particularly at low redshift (z). Furthermore, unlike in the Pantheon analysis, we include light curves for SNe with z < 0.01 such that SN systematic covariance can be included in a joint measurement of the Hubble constant (H 0) and the dark energy equation-of-state parameter (w). We use the large sample to compare properties of 151 SNe Ia observed by multiple surveys and 12 pairs/triplets of “SN siblings”—SNe found in the same host galaxy. Distance measurements, application of bias corrections, and inference of cosmological parameters are discussed in the companion paper by Brout et al., and the determination of H 0 is discussed by Riess et al. These analyses will measure w with ∼3% precision and H 0 with ∼1 km s−1 Mpc−1 precision.

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