2021A&A...648A.123B


Query : 2021A&A...648A.123B

2021A&A...648A.123B - Astronomy and Astrophysics, volume 648A123-123 (2021/4-1)

Cluster strong lensing with hierarchical inference. Formalism, functional tests, and public code release.

BERGAMINI P., AGNELLO A. and CAMINHA G.B.

Abstract (from CDS):


Context. Lensing by galaxy clusters is a versatile probe of cosmology and extragalactic astrophysics, but the accuracy of some of its predictions is limited by the simplified models adopted to reduce the (otherwise intractable) number of degrees of freedom.
Aims. We aim to explore cluster lensing models in which the parameters of all cluster member galaxies are free to vary around some common scaling relations with non-zero scatter and deviate significantly from these relations if, and only if, the data require this.
Methods. We devised a Bayesian hierarchical inference framework that enables the determination of all lensing parameters and the scaling relation hyperparameters, including intrinsic scatter, from lensing constraints and (if given) stellar kinematic measurements. We achieve this through BAYESLENS, a purpose-built wrapper around common parametric lensing codes that can sample the full posterior on parameters and hyperparameters; we release BAYESLENS with this paper.
Results. We ran functional tests of our code against simple mock cluster lensing datasets with realistic uncertainties. The parameters and hyperparameters are recovered within their 68% credibility ranges and the positions of all the "observed" multiple images are accurately reproduced by theBAYELENS best-fit model, without over-fitting.
Conclusions. We have shown that an accurate description of cluster member galaxies is attainable, despite a large number of degrees of freedom, through fast and tractable inference. This extends beyond the most updated cluster lensing models. The precise impact on studies of cosmography, galaxy evolution, and high-redshift galaxy populations can then be quantified on real galaxy clusters. While other sources of systematics exist and may be significant in real clusters, our results show that the contribution of intrinsic scatter in cluster member populations can now be controlled.

Abstract Copyright: © ESO 2021

Journal keyword(s): gravitational lensing: strong - methods: numerical - galaxies: clusters: general - cosmology: observations - dark matter

Simbad objects: 41

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Number of rows : 41
N Identifier Otype ICRS (J2000)
RA
ICRS (J2000)
DEC
Mag U Mag B Mag V Mag R Mag I Sp type #ref
1850 - 2026
#notes
1 [CGR2017c] MACS J1206 9b LeG 12 06 10.380 -08 47 52.10           ~ 5 0
2 [CGR2017c] MACS J1206 9c LeG 12 06 10.640 -08 48 26.97           ~ 5 0
3 [CGR2017c] MACS J1206 2b LeG 12 06 10.757 -08 47 58.34           ~ 3 0
4 [CGR2017c] MACS J1206 2c LeG 12 06 10.836 -08 48 11.08           ~ 3 0
5 [CGR2017c] MACS J1206 12b LeG 12 06 11.069 -08 47 43.39           ~ 2 0
6 [CGR2017c] MACS J1206 9a LeG 12 06 11.210 -08 47 35.24           ~ 5 0
7 [CGR2017c] MACS J1206 2a LeG 12 06 11.222 -08 47 44.56           ~ 3 0
8 [CGR2017c] MACS J1206 7b LeG 12 06 11.320 -08 47 52.81           ~ 4 0
9 [CGR2017c] MACS J1206 3b LeG 12 06 11.427 -08 47 59.32           ~ 3 0
10 [CGR2017c] MACS J1206 13b EmG 12 06 11.486 -08 48 07.61           ~ 3 0
11 [CGR2017c] MACS J1206 6c LeG 12 06 11.532 -08 48 33.42           ~ 3 0
12 [CGR2017c] MACS J1206 6b LeG 12 06 11.550 -08 47 49.36           ~ 4 0
13 [CGR2017c] MACS J1206 3c LeG 12 06 11.666 -08 48 19.01           ~ 3 0
14 [CGR2017c] MACS J1206 12a EmG 12 06 11.672 -08 47 37.38           ~ 3 0
15 [CGR2017c] MACS J1206 4b LeG 12 06 11.719 -08 48 00.21           ~ 3 0
16 [CGR2017c] MACS J1206 1c LeG 12 06 11.729 -08 48 23.96           ~ 2 0
17 [CGR2017c] MACS J1206 13a EmG 12 06 11.860 -08 48 06.36           ~ 3 0
18 [CGR2017c] MACS J1206 4c LeG 12 06 11.940 -08 48 28.67           ~ 3 0
19 [CGR2017c] MACS J1206 6a LeG 12 06 11.990 -08 47 46.89           ~ 4 0
20 [CGR2017c] MACS J1206 5c LeG 12 06 12.001 -08 48 29.15           ~ 3 0
21 [CGR2017c] MACS J1206 7a LeG 12 06 12.130 -08 47 44.48           ~ 4 0
22 [CGR2017c] MACS J1206 3a LeG 12 06 12.137 -08 47 44.04           ~ 3 0
23 MCS J1206.2-0847 ClG 12 06 12.2 -08 48 02           ~ 286 0
24 [CGR2017c] MACS J1206 1a LeG 12 06 12.220 -08 47 50.72           ~ 3 0
25 [CGR2017c] MACS J1206 7c LeG 12 06 12.321 -08 48 01.18           ~ 3 0
26 [CGR2017c] MACS J1206 13d EmG 12 06 12.333 -08 48 24.71           ~ 3 0
27 [CGR2017c] MACS J1206 4a LeG 12 06 12.717 -08 47 40.92           ~ 3 0
28 [CGR2017c] MACS J1206 12c EmG 12 06 12.784 -08 48 00.71           ~ 3 0
29 [CGR2017c] MACS J1206 5a LeG 12 06 12.854 -08 47 42.68           ~ 3 0
30 [CGR2017c] MACS J1206 8a LeG 12 06 12.880 -08 47 44.75           ~ 4 0
31 [CGR2017c] MACS J1206 13c EmG 12 06 12.905 -08 48 17.13           ~ 3 0
32 [CGR2017c] MACS J1206 5b LeG 12 06 13.017 -08 48 05.59           ~ 3 0
33 [CGR2017c] MACS J1206 8b LeG 12 06 13.080 -08 48 04.00           ~ 4 0
34 [CGR2017c] MACS J1206 15a EmG 12 06 13.430 -08 47 29.91           ~ 5 0
35 [CGR2017c] MACS J1206 15b EmG 12 06 13.820 -08 48 11.03           ~ 5 0
36 CLASH MACSJ1206.2-0847 4340 EmG 12 06 14.530 -08 48 32.37           ~ 8 0
37 [CGR2017c] MACS J1206 11b EmG 12 06 15.000 -08 48 17.67           ~ 5 0
38 [CGR2017c] MACS J1206 11a EmG 12 06 15.030 -08 47 48.07           ~ 5 0
39 [CGR2017c] MACS J1206 14d EmG 12 06 15.900 -08 48 23.01           ~ 5 0
40 [CGR2017c] MACS J1206 14b EmG 12 06 15.950 -08 48 17.21           ~ 5 0
41 [CGR2017c] MACS J1206 14a EmG 12 06 15.980 -08 48 15.98           ~ 5 0

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