\n", + " | H0 | \n", + "Om0 | \n", + "alpha | \n", + "alpha_chi | \n", + "amax | \n", + "beta | \n", + "beta_chi | \n", + "gaussian_mass_maximum | \n", + "lam | \n", + "lamb | \n", + "... | \n", + "var_67 | \n", + "var_68 | \n", + "var_69 | \n", + "var_7 | \n", + "var_70 | \n", + "var_8 | \n", + "var_9 | \n", + "variance | \n", + "w0 | \n", + "xi_spin | \n", + "
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
count | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.0 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.0 | \n", + "780.000000 | \n", + "780.000000 | \n", + "... | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "780.000000 | \n", + "
mean | \n", + "87.540933 | \n", + "0.496407 | \n", + "2.804120 | \n", + "1.708842 | \n", + "1.0 | \n", + "1.920281 | \n", + "4.800247 | \n", + "100.0 | \n", + "0.069283 | \n", + "2.410931 | \n", + "... | \n", + "0.000886 | \n", + "0.001200 | \n", + "0.000478 | \n", + "0.000330 | \n", + "0.000755 | \n", + "0.000817 | \n", + "0.000934 | \n", + "1.447951 | \n", + "-0.975746 | \n", + "0.652503 | \n", + "
std | \n", + "38.448334 | \n", + "0.257284 | \n", + "0.275604 | \n", + "0.387138 | \n", + "0.0 | \n", + "0.998621 | \n", + "0.816641 | \n", + "0.0 | \n", + "0.109628 | \n", + "0.937311 | \n", + "... | \n", + "0.000400 | \n", + "0.000631 | \n", + "0.000199 | \n", + "0.000128 | \n", + "0.000287 | \n", + "0.000335 | \n", + "0.000388 | \n", + "0.667548 | \n", + "0.272346 | \n", + "0.236770 | \n", + "
min | \n", + "24.685531 | \n", + "0.013414 | \n", + "0.874584 | \n", + "1.007838 | \n", + "1.0 | \n", + "-0.526036 | \n", + "2.481648 | \n", + "100.0 | \n", + "0.005521 | \n", + "-0.615947 | \n", + "... | \n", + "0.000194 | \n", + "0.000254 | \n", + "0.000162 | \n", + "0.000127 | \n", + "0.000155 | \n", + "0.000277 | \n", + "0.000268 | \n", + "0.463470 | \n", + "-1.497994 | \n", + "0.000616 | \n", + "
25% | \n", + "59.168513 | \n", + "0.284552 | \n", + "2.640921 | \n", + "1.400418 | \n", + "1.0 | \n", + "1.239600 | \n", + "4.174589 | \n", + "100.0 | \n", + "0.021474 | \n", + "1.811519 | \n", + "... | \n", + "0.000626 | \n", + "0.000764 | \n", + "0.000349 | \n", + "0.000248 | \n", + "0.000546 | \n", + "0.000598 | \n", + "0.000678 | \n", + "0.995838 | \n", + "-1.195712 | \n", + "0.493420 | \n", + "
50% | \n", + "77.855050 | \n", + "0.495405 | \n", + "2.797660 | \n", + "1.713712 | \n", + "1.0 | \n", + "1.872876 | \n", + "4.902235 | \n", + "100.0 | \n", + "0.031892 | \n", + "2.390296 | \n", + "... | \n", + "0.000822 | \n", + "0.001077 | \n", + "0.000437 | \n", + "0.000305 | \n", + "0.000725 | \n", + "0.000758 | \n", + "0.000851 | \n", + "1.283603 | \n", + "-0.958729 | \n", + "0.695247 | \n", + "
75% | \n", + "108.452179 | \n", + "0.700400 | \n", + "2.968752 | \n", + "1.969656 | \n", + "1.0 | \n", + "2.543439 | \n", + "5.504270 | \n", + "100.0 | \n", + "0.056310 | \n", + "2.975050 | \n", + "... | \n", + "0.001052 | \n", + "0.001480 | \n", + "0.000543 | \n", + "0.000384 | \n", + "0.000906 | \n", + "0.000939 | \n", + "0.001102 | \n", + "1.710658 | \n", + "-0.754349 | \n", + "0.847084 | \n", + "
max | \n", + "198.119995 | \n", + "0.999339 | \n", + "3.767904 | \n", + "2.872905 | \n", + "1.0 | \n", + "5.352800 | \n", + "5.997097 | \n", + "100.0 | \n", + "0.980254 | \n", + "5.810054 | \n", + "... | \n", + "0.005163 | \n", + "0.005151 | \n", + "0.002085 | \n", + "0.001093 | \n", + "0.002337 | \n", + "0.003297 | \n", + "0.003742 | \n", + "5.907584 | \n", + "-0.501113 | \n", + "0.999243 | \n", + "
8 rows × 164 columns
\n", + "\n", + " | alpha | \n", + "beta | \n", + "mmin | \n", + "mmax | \n", + "lam | \n", + "mpp | \n", + "sigpp | \n", + "alpha_chi | \n", + "beta_chi | \n", + "xi_spin | \n", + "sigma_spin | \n", + "H0 | \n", + "Om0 | \n", + "w0 | \n", + "lamb | \n", + "log_likelihood | \n", + "variance | \n", + "
---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
alpha | \n", + "1.000000 | \n", + "0.102840 | \n", + "0.150330 | \n", + "0.044006 | \n", + "-0.399092 | \n", + "0.029724 | \n", + "-0.028080 | \n", + "-0.042796 | \n", + "-0.045329 | \n", + "-0.061009 | \n", + "0.003468 | \n", + "-0.023973 | \n", + "0.038009 | \n", + "0.137577 | \n", + "0.510388 | \n", + "0.057235 | \n", + "0.095880 | \n", + "
beta | \n", + "0.102840 | \n", + "1.000000 | \n", + "-0.052229 | \n", + "-0.102618 | \n", + "-0.117226 | \n", + "0.081481 | \n", + "-0.137837 | \n", + "-0.076178 | \n", + "-0.014593 | \n", + "-0.061626 | \n", + "-0.028563 | \n", + "-0.072214 | \n", + "0.107780 | \n", + "0.002857 | \n", + "-0.103693 | \n", + "0.093911 | \n", + "0.179609 | \n", + "
mmin | \n", + "0.150330 | \n", + "-0.052229 | \n", + "1.000000 | \n", + "0.098832 | \n", + "-0.083318 | \n", + "0.076833 | \n", + "-0.033327 | \n", + "-0.067174 | \n", + "-0.046322 | \n", + "-0.048248 | \n", + "0.056417 | \n", + "-0.093888 | \n", + "0.056433 | \n", + "0.101209 | \n", + "0.014229 | \n", + "0.037321 | \n", + "-0.001154 | \n", + "
mmax | \n", + "0.044006 | \n", + "-0.102618 | \n", + "0.098832 | \n", + "1.000000 | \n", + "0.171459 | \n", + "-0.191954 | \n", + "0.137365 | \n", + "-0.022086 | \n", + "-0.078806 | \n", + "0.093225 | \n", + "0.077121 | \n", + "0.162287 | \n", + "-0.027380 | \n", + "0.010086 | \n", + "0.093685 | \n", + "-0.259266 | \n", + "-0.130577 | \n", + "
lam | \n", + "-0.399092 | \n", + "-0.117226 | \n", + "-0.083318 | \n", + "0.171459 | \n", + "1.000000 | \n", + "-0.768351 | \n", + "0.548668 | \n", + "0.045615 | \n", + "-0.020203 | \n", + "0.029992 | \n", + "0.091211 | \n", + "0.539933 | \n", + "-0.076569 | \n", + "-0.058193 | \n", + "-0.048806 | \n", + "-0.473377 | \n", + "-0.166637 | \n", + "
mpp | \n", + "0.029724 | \n", + "0.081481 | \n", + "0.076833 | \n", + "-0.191954 | \n", + "-0.768351 | \n", + "1.000000 | \n", + "-0.680014 | \n", + "-0.073610 | \n", + "0.049858 | \n", + "0.019664 | \n", + "-0.072891 | \n", + "-0.757970 | \n", + "0.126399 | \n", + "-0.044086 | \n", + "-0.095138 | \n", + "0.586912 | \n", + "0.265031 | \n", + "
sigpp | \n", + "-0.028080 | \n", + "-0.137837 | \n", + "-0.033327 | \n", + "0.137365 | \n", + "0.548668 | \n", + "-0.680014 | \n", + "1.000000 | \n", + "0.000565 | \n", + "-0.098283 | \n", + "-0.059140 | \n", + "0.058377 | \n", + "0.191383 | \n", + "-0.088490 | \n", + "0.011920 | \n", + "0.126626 | \n", + "-0.622818 | \n", + "-0.526754 | \n", + "
alpha_chi | \n", + "-0.042796 | \n", + "-0.076178 | \n", + "-0.067174 | \n", + "-0.022086 | \n", + "0.045615 | \n", + "-0.073610 | \n", + "0.000565 | \n", + "1.000000 | \n", + "0.639341 | \n", + "-0.081536 | \n", + "0.166228 | \n", + "-0.003404 | \n", + "-0.051070 | \n", + "0.015877 | \n", + "0.036550 | \n", + "-0.091780 | \n", + "-0.096983 | \n", + "
beta_chi | \n", + "-0.045329 | \n", + "-0.014593 | \n", + "-0.046322 | \n", + "-0.078806 | \n", + "-0.020203 | \n", + "0.049858 | \n", + "-0.098283 | \n", + "0.639341 | \n", + "1.000000 | \n", + "-0.006663 | \n", + "-0.083432 | \n", + "-0.093991 | \n", + "-0.015513 | \n", + "0.046653 | \n", + "0.011073 | \n", + "0.147665 | \n", + "0.381339 | \n", + "
xi_spin | \n", + "-0.061009 | \n", + "-0.061626 | \n", + "-0.048248 | \n", + "0.093225 | \n", + "0.029992 | \n", + "0.019664 | \n", + "-0.059140 | \n", + "-0.081536 | \n", + "-0.006663 | \n", + "1.000000 | \n", + "0.118800 | \n", + "0.025346 | \n", + "0.105407 | \n", + "0.110062 | \n", + "-0.086955 | \n", + "0.144875 | \n", + "0.078301 | \n", + "
sigma_spin | \n", + "0.003468 | \n", + "-0.028563 | \n", + "0.056417 | \n", + "0.077121 | \n", + "0.091211 | \n", + "-0.072891 | \n", + "0.058377 | \n", + "0.166228 | \n", + "-0.083432 | \n", + "0.118800 | \n", + "1.000000 | \n", + "0.062329 | \n", + "-0.041574 | \n", + "0.070895 | \n", + "0.077787 | \n", + "-0.328869 | \n", + "-0.285673 | \n", + "
H0 | \n", + "-0.023973 | \n", + "-0.072214 | \n", + "-0.093888 | \n", + "0.162287 | \n", + "0.539933 | \n", + "-0.757970 | \n", + "0.191383 | \n", + "-0.003404 | \n", + "-0.093991 | \n", + "0.025346 | \n", + "0.062329 | \n", + "1.000000 | \n", + "-0.296857 | \n", + "0.012281 | \n", + "-0.066959 | \n", + "-0.410175 | \n", + "-0.066856 | \n", + "
Om0 | \n", + "0.038009 | \n", + "0.107780 | \n", + "0.056433 | \n", + "-0.027380 | \n", + "-0.076569 | \n", + "0.126399 | \n", + "-0.088490 | \n", + "-0.051070 | \n", + "-0.015513 | \n", + "0.105407 | \n", + "-0.041574 | \n", + "-0.296857 | \n", + "1.000000 | \n", + "-0.077209 | \n", + "0.010703 | \n", + "0.083483 | \n", + "0.099786 | \n", + "
w0 | \n", + "0.137577 | \n", + "0.002857 | \n", + "0.101209 | \n", + "0.010086 | \n", + "-0.058193 | \n", + "-0.044086 | \n", + "0.011920 | \n", + "0.015877 | \n", + "0.046653 | \n", + "0.110062 | \n", + "0.070895 | \n", + "0.012281 | \n", + "-0.077209 | \n", + "1.000000 | \n", + "0.069446 | \n", + "-0.017337 | \n", + "-0.052709 | \n", + "
lamb | \n", + "0.510388 | \n", + "-0.103693 | \n", + "0.014229 | \n", + "0.093685 | \n", + "-0.048806 | \n", + "-0.095138 | \n", + "0.126626 | \n", + "0.036550 | \n", + "0.011073 | \n", + "-0.086955 | \n", + "0.077787 | \n", + "-0.066959 | \n", + "0.010703 | \n", + "0.069446 | \n", + "1.000000 | \n", + "-0.011215 | \n", + "-0.014705 | \n", + "
log_likelihood | \n", + "0.057235 | \n", + "0.093911 | \n", + "0.037321 | \n", + "-0.259266 | \n", + "-0.473377 | \n", + "0.586912 | \n", + "-0.622818 | \n", + "-0.091780 | \n", + "0.147665 | \n", + "0.144875 | \n", + "-0.328869 | \n", + "-0.410175 | \n", + "0.083483 | \n", + "-0.017337 | \n", + "-0.011215 | \n", + "1.000000 | \n", + "0.414488 | \n", + "
variance | \n", + "0.095880 | \n", + "0.179609 | \n", + "-0.001154 | \n", + "-0.130577 | \n", + "-0.166637 | \n", + "0.265031 | \n", + "-0.526754 | \n", + "-0.096983 | \n", + "0.381339 | \n", + "0.078301 | \n", + "-0.285673 | \n", + "-0.066856 | \n", + "0.099786 | \n", + "-0.052709 | \n", + "-0.014705 | \n", + "0.414488 | \n", + "1.000000 | \n", + "