Table B.3.
Tabulation of the z = 0 HMF at as obtained via the sampling of the full posterior for the two-parameter ST fit in the two cases studied in Sect. 4.1.
| Two-parameter ST fit: fixed HOD |
Two-parameter ST fit: Gaussian HOD |
|||||
|---|---|---|---|---|---|---|
| log10M | log10Med | log1068% CI | log1095% CI | log10Med | log1068% CI | log1095% CI |
| 10.0 | −10.54 | [ − 10.62, −10.47] | [ − 10.66, −10.38] | −10.48 | [ − 10.53, −10.41] | [ − 10.65, −10.37] |
| 10.5 | −11.47 | [ − 11.54, −11.40] | [ − 11.60, −11.33] | −11.42 | [ − 11.47, −11.35] | [ − 11.60, −11.33] |
| 11.0 | −12.40 | [ − 12.46, −12.33] | [ − 12.54, −12.29] | −12.37 | [ − 12.41, −12.30] | [ − 12.55, −12.29] |
| 11.5 | −13.34 | [ − 13.38, −13.27] | [ − 13.49, −13.25] | −13.33 | [ − 13.37, −13.25] | [ − 13.52, −13.25] |
| 12.0 | −14.29 | [ − 14.32, −14.22] | [ − 14.46, −14.22] | −14.30 | [ − 14.35, −14.22] | [ − 14.53, −14.22] |
| 12.5 | −15.24 | [ − 15.28, −15.18] | [ − 15.49, −15.18] | −15.30 | [ − 15.36, −15.18] | [ − 15.60, −15.18] |
| 13.0 | −16.23 | [ − 16.29, −16.14] | [ − 16.65, −16.14] | −16.35 | [ − 16.46, −16.17] | [ − 16.80, −16.14] |
| 13.5 | −17.26 | [ − 17.36, −17.11] | [ − 18.02, −17.10] | −17.49 | [ − 17.67, −17.15] | [ − 18.23, −17.10] |
| 14.0 | −18.39 | [ − 18.57, −18.12] | [ − 19.78, −18.10] | −18.83 | [ − 19.20, −18.29] | [ − 20.06, −18.05] |
| 14.5 | −19.72 | [ − 20.06, −19.25] | [ − 22.26, −19.19] | −20.54 | [ − 21.23, −19.59] | [ − 22.73, −19.05] |
| 15.0 | −21.51 | [ − 22.18, −20.59] | [ − 26.26, −20.49] | −23.05 | [ − 24.32, −21.23] | [ − 27.04, −20.07] |
| 15.5 | −24.34 | [ − 25.73, −22.48] | [ − 33.69, −22.22] | −27.38 | [ − 29.88, −23.74] | [ − 35.11, −21.25] |
Notes. For convenience, we have tabulated the base-10 logarithm of all quantities; the masses are expressed in M⊙ h−1 and the median, lower and upper bounds of the credible intervals are expressed in 
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