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Table A.2

Parameters probed by the MCMC used to fit the RV measurements of 55 Cnc.

Param. Units Max(Like) Med Mod Std CI(15.85) CI(84.15) CI(2.275) CI(97.725) Prior
Likelihood
log(Post) –2273.450488 –2285.842126 –2284.433522 4.255952 –2290.966384 –2281.311469 –2297.110579 –2277.307845
log(Like) –2291.046969 –2302.472513 –2302.414228 4.194558 –2307.394292 –2298.010475 –2313.297187 –2293.907193
log(Prior) 17.596481 16.873550 17.204741 0.721226 15.862038 17.365749 14.233444 17.547586
M (M) 0.892695 0.904364 0.906670 0.013292 0.889584 0.919407 0.874257 0.935560
σHARPN (m s−1) 1.06 1.34 1.18 0.26 1.09 1.66 0.89 2.10
σHARPS (m s−1) 0.42 0.67 0.46 0.39 0.26 1.13 0.03 1.80
σHRS (m s−1) 2.28 3.52 3.62 0.68 2.72 4.21 1.52 4.87
σKECK (m s−1) 2.91 3.35 3.30 0.21 3.12 3.59 2.86 3.85
σLICK (m s−1) 5.44 5.81 5.76 0.37 5.36 6.22 4.93 6.58
σSOPHIE (m s−1) 1.69 1.95 1.93 0.28 1.66 2.29 1.39 2.69
σTULL (m s−1) 3.59 3.89 3.82 0.35 3.53 4.31 3.17 4.76
σJIT (m s−1) 3.81 2.81 2.76 0.90 1.66 3.71 0.39 4.40
γHARPN (m s−1) 27451.45 27451.91 27451.85 0.89 27450.84 27452.89 27449.86 27453.93
γHARPS (m s−1) 27468.87 27469.02 27468.75 0.82 27468.13 27469.97 27467.21 27470.93
γHRS (m s−1) 28396.92 28397.31 28397.27 0.79 28396.39 28398.21 28395.53 28399.10
γKECK (m s−1) –40.91 –40.89 –40.95 0.40 –41.34 –40.42 –41.75 –39.92
γLICK (m s−1) 3.43 3.74 3.60 0.41 3.28 4.22 2.83 4.72
γSOPHIE (m s−1) 27437.78 27438.00 27437.85 0.81 27437.10 27438.96 27436.19 27439.84
γTULL (m s−1) –22571.04 –22571.01 –22571.27 0.57 –22571.66 –22570.35 –22572.30 –22569.68
log(P) (d) 1.165883 1.165885 1.165885 0.000002 1.165883 1.165887 1.165881 1.165889
log(K) (m s−1) 1.85 1.85 1.85 0.00 1.85 1.85 1.85 1.86
0.022977 0.031298 0.044307 0.031656 –0.009855 0.064623 –0.043345 0.086918
–0.076941 –0.006118 –0.005375 0.030482 –0.041314 0.030238 –0.066334 0.058214
λ0 (deg) 198.337280 198.236638 198.254369 0.170587 198.040883 198.429919 197.842096 198.617500
log(P) (d) 1.647371 1.647372 1.647365 0.000036 1.647330 1.647413 1.647286 1.647457
log(K) (m s−1) 0.99 1.00 0.99 0.01 0.99 1.00 0.98 1.01
0.145067 0.139330 0.154716 0.082223 0.025951 0.214780 –0.079089 0.266234
–0.021607 0.007209 0.019499 0.083988 –0.092205 0.104252 –0.174251 0.175082
λ0 (deg) 152.107645 152.036764 151.667729 1.009441 150.913959 153.195011 149.746100 154.276811
log (P) (d) 2.414600 2.414770 2.414529 0.000433 2.414285 2.415259 2.413794 2.415791
log (K) (m s−1) 0.73 0.71 0.71 0.02 0.69 0.73 0.66 0.75
0.028362 –0.029096 –0.132560 0.133065 –0.187318 0.130365 –0.294743 0.249554
–0.270494 –0.225158 –0.278934 0.113215 –0.322547 –0.067598 –0.392342 0.091226
λ0 (deg) 106.069275 102.615196 103.432101 2.715291 99.345207 105.648564 96.345607 108.304627
log (P) (d) 3.580323 3.582340 3.581415 0.007485 3.573450 3.590936 3.565279 3.598119
log (K) (m s−1) 1.18 1.18 1.19 0.05 1.13 1.22 1.06 1.27
–0.391429 –0.400855 –0.384878 0.043763 –0.455229 –0.354370 –0.499443 –0.309570
0.049300 0.038499 0.065933 0.094395 –0.079834 0.137095 –0.186755 0.227198
λ0 (deg) 122.695667 124.709302 126.275021 5.071957 119.011467 130.603288 114.471907 137.366403
log (P) (d) 3.749135 3.746185 3.745006 0.006227 3.739227 3.753435 3.733291 3.760178
log (K) (m s−1) 1.58 1.59 1.59 0.01 1.57 1.60 1.56 1.61
0.134776 0.128560 0.127138 0.043737 0.081188 0.180318 0.025802 0.223687
–0.328459 –0.334039 –0.346717 0.031095 –0.368411 –0.298759 –0.403605 –0.261516
λ0 (deg) 7.523549 8.373486 7.475054 3.442002 4.614703 12.050153 0.232590 15.802723
P (d) 0.736546 0.736547 0.736547 0.000001 0.736546 0.736549 0.736545 0.736550
log (K) (m s−1) 0.77 0.78 0.78 0.01 0.76 0.80 0.74 0.81
0.065426 0.012710 –0.019946 0.079210 –0.083201 0.105674 –0.160391 0.174811
0.234745 0.192120 0.220349 0.093920 0.063752 0.268215 –0.076741 0.331372
TC (d) 55733.005597 55733.005980 55733.006299 0.001265 55733.004556 55733.007423 55733.003120 55733.008795

Notes.The maximum likelihood solution (Max(Like), the median (Med), mode (Mod), and standard deviation (Std) of the posterior distribution for each parameter is shown, as well as the 68.3% (CI(15.85),CI(84.15) and 95.45% (CI(2.275),CI(97.725) confidence intervals. The prior for each parameter can be of type: : uniform, : normal, : split normal, or : truncated normal.

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