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Table 2

Best-fit galaxy linear bias b and amplitude of cross correlation A without redshift bin leakage correction.

Bin From Hang et al. This work


Modified Lorentzian Sum of Gaussians


b1 A b A χr2$\chi _r^2$ b A χr2$\chi _r^2$
(0.0,0.3] 1.250.01+0.01${1.25_{ - 0.01}^{ + 0.01}}$ 0.910.05+0.05${0.91_{ - 0.05}^{ + 0.05}}$ 1.2160.006+0.006${1.216_{ - 0.006}^{ + 0.006}}$ 0.8480.064+0.063${0.848_{ - 0.064}^{ + 0.063}}$ 1.136 1.2510.006+0.006${1.251_{ - 0.006}^{ + 0.006}}$ 0.8560.062+0.062${0.856_{ - 0.062}^{ + 0.062}}$ 1.049
(0.3,0.45] 1.560.02+0.02${1.56_{ - 0.02}^{ + 0.02}}$ 0.800.04+0.04${0.80_{ - 0.04}^{ + 0.04}}$ 1.5910.007+0.007${1.591_{ - 0.007}^{ + 0.007}}$ 0.8380.054+0.054${0.838_{ - 0.054}^{ + 0.054}}$ 1.039 1.7560.007+0.007${1.756_{ - 0.007}^{ + 0.007}}$ 0.7560.049+0.049${0.756_{ - 0.049}^{ + 0.049}}$ 1.033
(0.45,0.6] 1.530.01+0.01${1.53_{ - 0.01}^{ + 0.01}}$ 0.940.04+0.04${0.94_{ - 0.04}^{ + 0.04}}$ 1.5260.006+0.006${1.526_{ - 0.006}^{ + 0.006}}$ 0.9780.055+0.055${0.978_{ - 0.055}^{ + 0.055}}$ 0.824 1.7390.006+0.006${1.739_{ - 0.006}^{ + 0.006}}$ 0.8570.048+0.048${0.857_{ - 0.048}^{ + 0.048}}$ 0.823
(0.6,0.8] 1.830.02+0.02${1.83_{ - 0.02}^{ + 0.02}}$ 0.910.04+0.04${0.91_{ - 0.04}^{ + 0.04}}$ 1.8400.008+0.008${1.840_{ - 0.008}^{ + 0.008}}$ 0.9590.048+0.048${0.959_{ - 0.048}^{ + 0.048}}$ 1.193 2.1070.009+0.009${2.107_{ - 0.009}^{ + 0.009}}$ 0.8620.043+0.043${0.862_{ - 0.043}^{ + 0.043}}$ 1.228

Notes. The first set of parameters b1 and A are taken from H21. The second and third sets of b and A are estimated using modified Lorentzian (with parameters from H21) and sum of Gaussians fit to the error distribution p(zszp|zp), respectively. χr2$\chi _r^2$ is the reduced chi-square values for the cross-power spectrum with v = 47 degrees of freedom.

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