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Description: SageMath notebooks associated to the Black Hole Lectures (https://luth.obspm.fr/~luthier/gourgoulhon/bh16)
Compute Environment: Ubuntu 18.04 (Deprecated)
Einstein-Rosen_bridge.ipynb
Frolov_Novikov_conformal.ipynb
Kerr_equatorial_geodesics.ipynb
Kerr_ergo_a50.ipynb
Kerr_ergo_a90.ipynb
Kerr_ergo_a99.ipynb
Kerr_in_Kerr_coord.ipynb
Kerr_in_original_Kerr_coord.ipynb
Kerr_primitives_BL_Kerr.ipynb
Kerr_princ_null_geod.ipynb
Kerr_sign_gpp.ipynb
Kerr_solution.ipynb
Kottler_solution.ipynb
Lambert_W0.ipynb
Lemaitre_Tolman.ipynb
Oppenheimer_Snyder.ipynb
Schwarz_Kruskal_Szekeres.ipynb
Schwarz_conformal.ipynb
Schwarz_conformal_std.ipynb
Schwarz_radial_null_geod.ipynb
Schwarzschild_horizon.ipynb
Vaidya.ipynb
conformal_Minkowski.ipynb
def_Schwarz_Hu.pdf
def_plot_lk.pdf
geo_timelike_h.ipynb
geo_timelike_length_h.ipynb
ges_effective_potential.ipynb
ges_effective_potential_null.ipynb
ges_null_critical_geod.ipynb
ges_null_geod.ipynb
ges_null_images.ipynb
ges_null_periastron.ipynb
ges_orbits.ipynb
ges_radial_free_fall.ipynb
gis_disk_image.ipynb
gis_elliptic_int.ipynb
gis_emission.ipynb
gis_paramaters_b_lt_bc.ipynb
light_cone.ipynb
max_SigmaT0_r_X.pdf
max_constant_T_slices.pdf
max_embedding_T0_0.0.png
max_embedding_T0_0.5.png
max_embedding_T0_0.9.png
max_embedding_T0_1.0.png
max_embedding_T0_1.5.png
max_embedding_T0_2.0.png
max_flamm_paraboloid_far.png
numerical_values.ipynb
sch_plots.ipynb