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<i>Planck</i> 2018 results

Astronomy and Astrophysics · 2021 · Vol. 652 · pp. C4–C4
N. AghanimY. AkramiM. AshdownJ. AumontC. BaccigalupiM. BallardiniA. J. BandayR. B. BarreiroN. BartoloS. BasakRichard A. BattyeK. BenabedJ.-P. BernardM. BersanelliP. BielewiczJ. J. BockJ. R. BondJ. BorrillF. R. BouchetF. BoulangerM. BucherC. BuriganaR. C. ButlerE. CalabreseJ.-F. CardosoJulien CarronA. ChallinorH. C. ChiangJens ChlubaL. P. L. ColomboCéline CombetD. ContrerasB. P. CrillF. CuttaiaP. de BernardisG. de ZottiG. de ZottiJ.‐M. DelouisEleonora Di ValentinoJ. M. DiegoJ. M. DiegoM. DouspisA. DucoutX. DupacS. DusiniG. EfstathiouF. ElsnerT. A. EnßlinH. K. EriksenY. FantayeM. FarhangJ. FergussonR. Fernández-CobosF. Finelli⋆F. ForastieriM. FrailisA. A. FraisseE. FranceschiA. FrolovS. GaleottaS. GalliK. GangaR. T. Génova-SantosM. GerbinoT. GhoshJ. González-NuevoK. M. GórskiS. GrattonA. GruppusoJ. E. GudmundssonJ. HamannWill HandleyF. K. HansenD. HerranzS. R. HildebrandtE. HivonZhiqi HuangAndrew H. JaffeW. C. JonesA. KarakciE. KeihänenR. KeskitaloK. KiiveriJ. KimT. S. KisnerL. KnoxN. KrachmalnicoffM. KunzH. Kurki‐SuonioG. LagacheJ.‐M. LamarreA. LasenbyM. LattanziC. R. LawrenceM. Le JeunePablo LemosJ. LesgourguesF. LevrierAntony LewisM. LiguoriP. B. LiljeM. LilleyV. LindholmM. López-CaniegoP. M. LubinYin-Zhe MaJ. F. Macías–PérezG. MaggioD. MainoN. MandolesiA. MangilliA. Marcos-CaballeroM. MarisP. G. MartinM. MartinelliE. Martínez-GonzálezS. MatarreseN. MauriJ. D. McEwenP. R. MeinholdA. MelchiorriA. MennellaM. MigliaccioM. MilleaS. MitraM.-A. Miville-DeschênesD. MolinariL. MontierG. MorganteA. MossP. NatoliH. U. Nørgaard-NielsenL. PaganoD. PaolettiB. PartridgeG. PatanchonHiranya V. PeirisF. PerrottaV. PettorinoF. PiacentiniL. PolastriG. PolentaJ.-L. PugetJ. P. RachenM. ReineckeM. RemazeillesA. RenziG. RochaC. RossetG. RoudierJ. A. Rubiño-MartínB. Ruiz-GranadosL. SalvatiM. SandriМ. СавелайненD. ScottE. P. S. ShellardC. SirignanoG. SirriL. D. SpencerR. SunyaevA.-S. Suur-UskiJ. A. TauberD. TavagnaccoM. TentiL. ToffolattiM. TomasiT. TrombettiL. ValenzianoJ. VäliviitaB. Van TentL. VibertP. VielvaF. VillaN. VittorioB. D. WandeltI. K. WehusMartin WhiteS. D. M. WhiteA. ZaccheiA. Zonca

Abstract

In the original version, the bounds given in Eqs. (87a) and (87b) on the contribution to the early-time optical depth, (15,30), contained a numerical error in deriving the 95th percentile from the Monte Carlo samples. The corrected 95% upper bounds are: τ(15,30) &amp;lt; 0:018 (lowE, flat τ(15, 30), FlexKnot), (1) τ(15, 30) &amp;lt; 0:023 (lowE, flat knot, FlexKnot): (2) These bounds are a factor of 3 larger than the originally reported results. Consequently, the new bounds do not significantly improve upon previous results from Planck data presented in Millea &amp;amp; Bouchet (2018) as was stated, but are instead comparable. Equations (1) and (2) give results that are now similar to those of Heinrich &amp;amp; Hu (2021), who used the same Planck 2018 data to derive a 95% upper bound of 0.020 using the principal component analysis (PCA) model and uniform priors on the PCA mode amplitudes.

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