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Table 2

Nested sampling priors and posteriors (median and the 16th and 84th percentiles) of TOI-5734b orbital parameters.

Parameter Unit Adopted Priors Posterior
Orbital parameters
RV semi-amplitude (Kb) m/s 𝒰(0, 50) 3.91.1+1.1Mathematical equation: $\[3.9_{-1.1}^{+1.1}\]$
Orbital Period (Pb) days 𝒰(6.18, 6.19) 6.18418760.0000094+0.0000080Mathematical equation: $\[6.1841876_{-0.0000094}^{+0.0000080}\]$
Orbital inclination (ib) deg 𝒩(90, 3) [80, 90] 89.880.63+0.12Mathematical equation: $\[89.88_{-0.63}^{+0.12}\]$
e sin(ω) (fixed) 0
e cos(ω) (fixed) 0
Central time of the first transit (t0, b) BJD 𝒰(2458842, 2458843) 2458842.51070.0012+0.0016Mathematical equation: $\[2458842.5107_{-0.0012}^{+0.0016}\]$
Scaled planetary radius (Rb/R) 𝒰(0.01, 0.12) 0.030110.00064+0.00066Mathematical equation: $\[0.03011_{-0.00064}^{+0.00066}\]$
Stellar density kg/m3 𝒩(3900, 800) 3119340+210Mathematical equation: $\[3119_{-340}^{+210}\]$

Derived planetary parameters

Semi-major axis (ab) au 0.059210.00024+0.00024Mathematical equation: $\[0.05921_{-0.00024}^{+0.00024}\]$
Impact parameter (bb) 0.040.04+0.22Mathematical equation: $\[0.04_{-0.04}^{+0.22}\]$
Transit duration (Tb, 1,4) days 0.09910.0070+0.0061Mathematical equation: $\[0.0991_{-0.0070}^{+0.0061}\]$
Planet mass (Mb) M 9.12.6+2.6Mathematical equation: $\[9.1_{-2.6}^{+2.6}\]$
Planet radius (Rb) R 2.100.12+0.12Mathematical equation: $\[2.10_{-0.12}^{+0.12}\]$
Planet density (ρb) ρ 0.980.30+0.36Mathematical equation: $\[0.98_{-0.30}^{+0.36}\]$
Equilibrium temperature (Teq) K 68823+23Mathematical equation: $\[688_{-23}^{+23}\]$
Surface gravity (gb) m/s2 20.26.0+6.6Mathematical equation: $\[20.2_{-6.0}^{+6.6}\]$

Notes. The main planetary parameters derived from the analysis are shown at the bottom of the table, while the complementary parameters (e.g. GP hyperparameters) are reported in Table A.2. The inclination, ib, and the impact parameter, bb, are expressed in terms of posterior mode and the 68% HPD interval.

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