Posterior LaTeX Labels

RABIT features a set of predefined LaTeX labels for certain parameters. The following is a table showing the Bilby outputted parameter, and its corresponding LaTeX label in RABIT:

Key:

  • Posterior Name: The name of the posterior parameter in a Bilby-outputted JSON file
  • Posterior Label: Unrendered LaTeX of the posterior's label
  • Unit Label: Unrendered LaTeX of the posterior's units (if available)
  • Full LaTeX Label: Rendered LaTeX combining the posterior's label and unit label. This is the label that is used in RABIT
Posterior namePosterior labelUnit labelFull LaTeX label
chirp_mass\mathcal{M}M_{\odot}\(\mathcal{M} \ [M_{\odot}]\)
mass_ratioq\(q\)
mass_1m_1^{\rm Lab}M_{\odot}\(m_1^{\rm Lab} \ [M_{\odot}]\)
mass_2m_2^{\rm Lab}M_{\odot}\(m_2^{\rm Lab} \ [M_{\odot}]\)
total_massM^{\rm Lab}M_{\odot}\(M^{\rm Lab} \ [M_{\odot}]\)
mass_1_sourcem_1^{\rm Source}M_{\odot}\(m_1^{\rm Source} \ [M_{\odot}]\)
mass_2_sourcem_2^{\rm Source}M_{\odot}\(m_2^{\rm Source} \ [M_{\odot}]\)
total_mass_sourceM^{\rm Source}M_{\odot}\(M^{\rm Source} \ [M_{\odot}]\)
a_1a_1\(a_1\)
a_2a_2\(a_2\)
tilt_1\theta_1{\rm rad}\(\theta_1 \ [{\rm rad}]\)
tilt_2\theta_2{\rm rad}\(\theta_2 \ [{\rm rad}]\)
cos_tilt_1\cos{\theta_1}\(\cos{\theta_1}\)
cos_tilt_2\cos{\theta_2}\(\cos{\theta_2}\)
phi_12\phi_{12}{\rm rad}\(\phi_{12} \ [{\rm rad}]\)
phi_jl\phi_{\rm JL}{\rm rad}\(\phi_{\rm JL} \ [{\rm rad}]\)
luminosity_distanced_{\rm L}{\rm Mpc}\(d_{\rm L} \ [{\rm Mpc}]\)
ra{\rm RA}{\rm rad}\({\rm RA} \ [{\rm rad}]\)
theta_jn\theta_{JN}{\rm rad}\(\theta_{JN} \ [{\rm rad}]\)
cos_theta_jn\cos{\theta_{JN}}\(\cos{\theta_{JN}}\)
psi\psi{\rm rad}\(\psi \ [{\rm rad}]\)
phase\phi{\rm rad}\(\phi \ [{\rm rad}]\)
phi_1\phi_1\(\phi_1\)
phi_2\phi_1\(\phi_1\)
geocent_timet_c{\rm s}\(t_c \ [{\rm s}]\)
azimuth\epsilon{\rm rad}\(\epsilon \ [{\rm rad}]\)
zenith\kappa{\rm rad}\(\kappa \ [{\rm rad}]\)
iota\iota{\rm rad}\(\iota \ [{\rm rad}]\)
cos_iota\cos{\iota}\(\cos{\iota}\)
redshiftz\(z\)
eccentricitye\(e\)
dec{\rm DEC}{\rm rad}\({\rm DEC} \ [{\rm rad}]\)
chi_1\chi_1\(\chi_1\)
chi_2\chi_2\(\chi_2\)
chi_1_in_plane\chi_1^{\perp}\(\chi_1^{\perp}\)
chi_2_in_plane\chi_2^{\perp}\(\chi_2^{\perp}\)
chi_eff\chi_{\rm eff}\(\chi_{\rm eff}\)
chi_p\chi_{\rm p}\(\chi_{\rm p}\)
spin_1xS_{1,x}\(S_{1,x}\)
spin_1yS_{1,y}\(S_{1,y}\)
spin_1zS_{1,z}\(S_{1,z}\)
spin_2xS_{2,x}\(S_{2,x}\)
spin_2yS_{2,y}\(S_{2,y}\)
spin_2zS_{2,z}\(S_{2,z}\)
comoving_distanced_{\rm C}{\rm Mpc}\(d_{\rm C} \ [{\rm Mpc}]\)
symmetric_mass_ratio\eta\(\eta\)
lambda_1\Lambda_1\(\Lambda_1\)
lambda_2\Lambda_2\(\Lambda_2\)
lambda_tilde\tilde{\Lambda}\(\tilde{\Lambda}\)
delta_lambda_tilde\delta \tilde{\Lambda}\(\delta \tilde{\Lambda}\)
H1_timet_H{\rm s}\(t_H \ [{\rm s}]\)
time_jitter\delta t{\rm s}\(\delta t \ [{\rm s}]\)
recalib_H1_amplitude_0A^{H1}_0\(A^{H1}_0\)
recalib_H1_amplitude_1A^{H1}_1\(A^{H1}_1\)
recalib_H1_amplitude_2A^{H1}_2\(A^{H1}_2\)
recalib_H1_amplitude_3A^{H1}_3\(A^{H1}_3\)
recalib_H1_amplitude_4A^{H1}_4\(A^{H1}_4\)
recalib_H1_amplitude_5A^{H1}_5\(A^{H1}_5\)
recalib_H1_amplitude_6A^{H1}_6\(A^{H1}_6\)
recalib_H1_amplitude_7A^{H1}_7\(A^{H1}_7\)
recalib_H1_amplitude_8A^{H1}_8\(A^{H1}_8\)
recalib_H1_amplitude_9A^{H1}_9\(A^{H1}_9\)
recalib_H1_phase_0\phi^{H1}_0\(\phi^{H1}_0\)
recalib_H1_phase_1\phi^{H1}_1\(\phi^{H1}_1\)
recalib_H1_phase_2\phi^{H1}_2\(\phi^{H1}_2\)
recalib_H1_phase_3\phi^{H1}_3\(\phi^{H1}_3\)
recalib_H1_phase_4\phi^{H1}_4\(\phi^{H1}_4\)
recalib_H1_phase_5\phi^{H1}_5\(\phi^{H1}_5\)
recalib_H1_phase_6\phi^{H1}_6\(\phi^{H1}_6\)
recalib_H1_phase_7\phi^{H1}_7\(\phi^{H1}_7\)
recalib_H1_phase_8\phi^{H1}_8\(\phi^{H1}_8\)
recalib_H1_phase_9\phi^{H1}_9\(\phi^{H1}_9\)
recalib_H1_frequency_0f^{H1}_0{\rm Hz}\(f^{H1}_0 \ [{\rm Hz}]\)
recalib_H1_frequency_1f^{H1}_1{\rm Hz}\(f^{H1}_1 \ [{\rm Hz}]\)
recalib_H1_frequency_2f^{H1}_2{\rm Hz}\(f^{H1}_2 \ [{\rm Hz}]\)
recalib_H1_frequency_3f^{H1}_3{\rm Hz}\(f^{H1}_3 \ [{\rm Hz}]\)
recalib_H1_frequency_4f^{H1}_4{\rm Hz}\(f^{H1}_4 \ [{\rm Hz}]\)
recalib_H1_frequency_5f^{H1}_5{\rm Hz}\(f^{H1}_5 \ [{\rm Hz}]\)
recalib_H1_frequency_6f^{H1}_6{\rm Hz}\(f^{H1}_6 \ [{\rm Hz}]\)
recalib_H1_frequency_7f^{H1}_7{\rm Hz}\(f^{H1}_7 \ [{\rm Hz}]\)
recalib_H1_frequency_8f^{H1}_8{\rm Hz}\(f^{H1}_8 \ [{\rm Hz}]\)
recalib_H1_frequency_9f^{H1}_9{\rm Hz}\(f^{H1}_9 \ [{\rm Hz}]\)
recalib_L1_amplitude_0A^{L1}_0\(A^{L1}_0\)
recalib_L1_amplitude_1A^{L1}_1\(A^{L1}_1\)
recalib_L1_amplitude_2A^{L1}_2\(A^{L1}_2\)
recalib_L1_amplitude_3A^{L1}_3\(A^{L1}_3\)
recalib_L1_amplitude_4A^{L1}_4\(A^{L1}_4\)
recalib_L1_amplitude_5A^{L1}_5\(A^{L1}_5\)
recalib_L1_amplitude_6A^{L1}_6\(A^{L1}_6\)
recalib_L1_amplitude_7A^{L1}_7\(A^{L1}_7\)
recalib_L1_amplitude_8A^{L1}_8\(A^{L1}_8\)
recalib_L1_amplitude_9A^{L1}_9\(A^{L1}_9\)
recalib_L1_phase_0\phi^{L1}_0\(\phi^{L1}_0\)
recalib_L1_phase_1\phi^{L1}_1\(\phi^{L1}_1\)
recalib_L1_phase_2\phi^{L1}_2\(\phi^{L1}_2\)
recalib_L1_phase_3\phi^{L1}_3\(\phi^{L1}_3\)
recalib_L1_phase_4\phi^{L1}_4\(\phi^{L1}_4\)
recalib_L1_phase_5\phi^{L1}_5\(\phi^{L1}_5\)
recalib_L1_phase_6\phi^{L1}_6\(\phi^{L1}_6\)
recalib_L1_phase_7\phi^{L1}_7\(\phi^{L1}_7\)
recalib_L1_phase_8\phi^{L1}_8\(\phi^{L1}_8\)
recalib_L1_phase_9\phi^{L1}_9\(\phi^{L1}_9\)
recalib_L1_frequency_0f^{L1}_0{\rm Hz}\(f^{L1}_0 \ [{\rm Hz}]\)
recalib_L1_frequency_1f^{L1}_1{\rm Hz}\(f^{L1}_1 \ [{\rm Hz}]\)
recalib_L1_frequency_2f^{L1}_2{\rm Hz}\(f^{L1}_2 \ [{\rm Hz}]\)
recalib_L1_frequency_3f^{L1}_3{\rm Hz}\(f^{L1}_3 \ [{\rm Hz}]\)
recalib_L1_frequency_4f^{L1}_4{\rm Hz}\(f^{L1}_4 \ [{\rm Hz}]\)
recalib_L1_frequency_5f^{L1}_5{\rm Hz}\(f^{L1}_5 \ [{\rm Hz}]\)
recalib_L1_frequency_6f^{L1}_6{\rm Hz}\(f^{L1}_6 \ [{\rm Hz}]\)
recalib_L1_frequency_7f^{L1}_7{\rm Hz}\(f^{L1}_7 \ [{\rm Hz}]\)
recalib_L1_frequency_8f^{L1}_8{\rm Hz}\(f^{L1}_8 \ [{\rm Hz}]\)
recalib_L1_frequency_9f^{L1}_9{\rm Hz}\(f^{L1}_9 \ [{\rm Hz}]\)