Reference

• Culture
  • Culture
    • Culture.average_profile
    • Culture.proba_borda()
    • Culture.proba_high_low()
    • Culture.proba_ranking()
    • Culture.random_borda()
    • Culture.random_profile()
    • Culture.random_ranking()
• CultureFromProfile
  • CultureFromProfile
    • CultureFromProfile.average_profile
    • CultureFromProfile.proba_borda()
    • CultureFromProfile.proba_ranking()
    • CultureFromProfile.random_borda()
    • CultureFromProfile.random_profile()
    • CultureFromProfile.random_ranking()
• CultureImpartial
  • CultureImpartial
    • CultureImpartial.average_profile
    • CultureImpartial.proba_borda()
    • CultureImpartial.proba_high_low()
    • CultureImpartial.proba_ranking()
    • CultureImpartial.random_borda()
    • CultureImpartial.random_profile()
    • CultureImpartial.random_ranking()
• CultureMallows
  • CultureMallows
    • CultureMallows.average_profile
    • CultureMallows.d_candidate_insertion_probas
    • CultureMallows.d_candidate_insertion_probas_as_floats
    • CultureMallows.normalization_constant
    • CultureMallows.powers_of_phi
    • CultureMallows.powers_of_phi_cumsum
    • CultureMallows.proba_borda()
    • CultureMallows.proba_ranking()
    • CultureMallows.random_borda()
    • CultureMallows.random_profile()
    • CultureMallows.random_ranking()
• CulturePerturbed
  • CulturePerturbed
    • CulturePerturbed.average_profile
    • CulturePerturbed.proba_borda()
    • CulturePerturbed.proba_high_low()
    • CulturePerturbed.proba_ranking()
    • CulturePerturbed.random_borda()
    • CulturePerturbed.random_profile()
    • CulturePerturbed.random_ranking()
• CulturePlackettLuce
  • CulturePlackettLuce
    • CulturePlackettLuce.average_profile
    • CulturePlackettLuce.proba_borda()
    • CulturePlackettLuce.proba_ranking()
    • CulturePlackettLuce.random_borda()
    • CulturePlackettLuce.random_profile()
    • CulturePlackettLuce.random_ranking()
    • CulturePlackettLuce.values_normalized
    • CulturePlackettLuce.values_normalized_as_floats
• equivalent_batch
  • equivalent_batch()
• exact_batch
  • exact_batch()
• mallows_three_first_theo
  • mallows_three_first_theo()
• mallows_three_last_theo
  • mallows_three_last_theo()
• monte_carlo_batch
  • monte_carlo_batch()
• my_tikzplotlib_save
  • my_tikzplotlib_save()
• plot_simu_and_theo
  • plot_simu_and_theo()
• plot_speed_ic
  • plot_speed_ic()
• probability_monte_carlo
  • probability_monte_carlo()
• Profile
  • Profile
    • Profile.condorcet_winner
    • Profile.condorcet_winners
    • Profile.d_borda_multiplicity
    • Profile.d_ranking_multiplicity
    • Profile.exists_condorcet_order
    • Profile.exists_condorcet_winner
    • Profile.from_bordas()
    • Profile.from_d_borda_multiplicity()
    • Profile.from_d_ranking_multiplicity()
    • Profile.from_rankings()
    • Profile.from_unique_bordas_and_multiplicities()
    • Profile.from_unique_rankings_and_multiplicities()
    • Profile.is_condorcet_winner
    • Profile.is_weak_condorcet_winner
    • Profile.m
    • Profile.majority_matrix
    • Profile.multiplicities
    • Profile.n
    • Profile.nb_condorcet_winners
    • Profile.nb_weak_condorcet_winners
    • Profile.unique_bordas
    • Profile.unique_rankings
    • Profile.unique_rankings_and_multiplicities
    • Profile.weak_condorcet_winners
    • Profile.weighted_majority_matrix
• WorkSession
  • WorkSession
    • WorkSession.characteristic_polynomial
    • WorkSession.critical_candidates
    • WorkSession.cumulant
    • WorkSession.det_hessian_of_k_at_tau
    • WorkSession.equivalent()
    • WorkSession.exact_probability()
    • WorkSession.hessian_of_k_at_tau
    • WorkSession.hessian_of_k_at_tau_computed_from_h_p_zeta
    • WorkSession.hessian_of_p_at_zeta
    • WorkSession.integral_of_gaussian_m
    • WorkSession.integral_of_gaussian_m_with_error
    • WorkSession.inverse_of_hessian_of_k_at_tau
    • WorkSession.matrix_m
    • WorkSession.n_critical_candidates
    • WorkSession.n_subcritical_candidates
    • WorkSession.p_of_zeta
    • WorkSession.psi
    • WorkSession.subcritical_candidates
    • WorkSession.tau
    • WorkSession.zeta
• WorkSessionICCondorcet
  • WorkSessionICCondorcet
    • WorkSessionICCondorcet.asymptotics()
    • WorkSessionICCondorcet.critical_candidates
    • WorkSessionICCondorcet.subcritical_candidates