| coheyting_hom.coe_comp | |
| with_bot.coe_min | |
| strict_anti_of_odd_strict_anti_on_nonneg | |
| function.injective.nat_tendsto_at_top | |
| image2_lower_bounds_upper_bounds_subset_lower_bounds_image2 | |
| orientation.oangle_sign_add_right | |
| ultrafilter.exists_le | |
| order.not_is_pred_limit_pred_of_not_is_min | |
| order.Ioo_succ_right_eq_insert | |
| Inf_within_of_ord_connected | |
| probability_theory.truncation_zero | |
| order_hom.le_prev_fixed_iff | |
| Inf_hom.dual_comp | |
| prod.swap_Sup | |
| charted_space_self_atlas | |
| order_top.ext | |
| intent_closure_anti | |
| codisjoint.map_order_iso | |
| lower_set.disjoint_coe | |
| tangent_bundle_core_coord_change_model_space | |
| euclidean_geometry.sphere.cospherical | |
| galois_connection.u_comm_of_l_comm | |
| intermediate_field.smul_mem | |
| has_mfderiv_within_at.has_mfderiv_at | |
| ratfunc.lift_monoid_with_zero_hom_apply | |
| filter.inter_mem_inf | |
| eq_of_inf_eq_sup_eq | |
| antivary_on_to_dual_left | |
| filter.tendsto_const_pure | |
| Inf_empty | |
| cont_mdiff_on.smooth_on | |
| disjoint.le_symm_diff_sup_symm_diff_right | |
| set.bounded_lt_Iio | |
| set.chain_height_eq_supr_Iic | |
| is_compl.left_le_iff | |
| model_with_corners_self_coe | |
| diffeomorph.cont_mdiff_within_at_trans_diffeomorph_left | |
| rel_iso.eq_iff_eq | |
| lower_bounds_mono_mem | |
| to_dual_compares_to_dual | |
| sym2.game_add_mk_iff | |
| rel_iso.range_eq | |
| monotone_on_const | |
| order.ideal.is_prime_iff_mem_or_compl_mem | |
| probability_theory.kernel.lintegral_piecewise | |
| filter.germ.max_def | |
| strict_mono.monotone | |
| filter.join_principal_eq_Sup | |
| exists_lt_of_cInf_lt | |
| measure_theory.hitting_le_of_mem | |
| glb_Ioi_eq_self_or_Ioi_eq_Ici | |
| subfield_class.coe_rat_mem | |
| simplex_category.le_of_mono | |
| max_associative | |
| no_max_order.not_acc | |
| structure_groupoid.local_invariant_prop.lift_prop_on_of_mem_maximal_atlas | |
| filter.mem_at_top | |
| orientation.oangle_eq_zero_iff_angle_eq_zero | |
| finpartition.mem_bot_iff | |
| perfect_closure.nat_cast_eq_iff | |
| measure_theory.lower_crossing_time_lt_of_lt_upcrossings_before | |
| ultrafilter.eventually_not | |
| with_bot.forall | |
| probability_theory.ident_distrib.ae_strongly_measurable_fst | |
| filter.comap_inf_principal_ne_bot_of_image_mem | |
| is_lub_lt_iff | |
| jordan_holder_lattice.is_maximal_of_eq_inf | |
| is_coatom.is_maximal | |
| algebraic_topology.dold_kan.compatibility.equivalence₂_counit_iso_eq | |
| sup_hom.dual_comp | |
| interval.coe_subset_coe | |
| filter.map_compose | |
| filter.eventually_eq.cont_mdiff_within_at_iff | |
| euclidean_geometry.oangle_midpoint_rev_right | |
| filter.image_coe_mem_of_mem_comap | |
| lower_set.prod_eq_bot | |
| with_bot.some_le_some | |
| continuous_at_ext_chart_at | |
| filter.mem_comap_iff | |
| supr_mono' | |
| affine.simplex.sum_reflection_circumcenter_weights_with_circumcenter | |
| filter.order_bot.at_bot_eq | |
| finset.is_pwo_sup | |
| lattice_hom.symm_dual_id | |
| lattice.ext | |
| rel_iso.surjective | |
| cInf_le_cSup | |
| has_le.le.gt_iff_ne | |
| filter.tendsto_add_at_top_iff_nat | |
| smooth_on.comp' | |
| affine.simplex.centroid_eq_affine_combination_of_points_with_circumcenter | |
| csupr_le_iff' | |
| not_is_max_bot | |
| infi_const_mono | |
| rel_hom_class.acc | |
| probability_theory.Indep_sets.Indep | |
| antisymm_rel.trans_wcovby | |
| algebraic_topology.dold_kan.Γ₀.obj.map_on_summand' | |
| disjoint.sup_right | |
| filter.coe_pure_one_hom | |
| filter.prod_same_eq | |
| not_rel_of_subsingleton | |
| filter.eventually_le.sup_le | |
| probability_theory.kernel.ext_fun | |
| has_le.le.ge | |
| with_bot.to_dual_apply_coe | |
| filter.frequently_low_scores | |
| himp_bot | |
| orientation.two_zsmul_oangle_neg_right | |
| galois_insertion.is_coatom_of_image | |
| codisjoint.bihimp_eq_inf | |
| filter.map₂_mk_eq_prod | |
| csupr_mul_csupr_le | |
| min_lt_iff | |
| structure_groupoid.local_invariant_prop.congr_iff | |
| structure_groupoid.local_invariant_prop.lift_prop_on_of_mem_groupoid | |
| infi_le_infi_of_subset | |
| galois_connection.id | |
| sup_hom.comp_assoc | |
| is_antichain.minimals_eq | |
| finset.coe_Ici | |
| intermediate_field.rank_bot | |
| orientation.norm_div_tan_oangle_add_left_of_oangle_eq_pi_div_two | |
| supr_eq_top | |
| inf_hom.copy_eq | |
| finpartition.mem_bind | |
| is_max.snd | |
| order_iso.range_eq | |
| coheyting.hnot_boundary | |
| filter.eventually_le.trans_eq | |
| filter.le_limsup_of_frequently_le | |
| algebraic_topology.dold_kan.higher_faces_vanish.of_succ | |
| heyting.regular.to_regular_coe | |
| max_le_iff | |
| filter.monotone_lift | |
| algebraic_topology.inclusion_of_Moore_complex_map_f | |
| is_min_on_iff | |
| orientation.inner_rotation_pi_div_two_left | |
| intermediate_field.exists_finset_of_mem_supr | |
| filter.is_unit_iff | |
| order.ideal.prime_pair.compl_F_eq_I | |
| measure_theory.martingale_zero | |
| eq_bot_or_bot_lt | |
| filter.has_basis.forall_mem_mem | |
| filter.mem_coprod_iff | |
| FinPartOrd_dual_comp_forget_to_PartOrd | |
| strict_anti.is_max_of_apply | |
| measure_theory.stopped_process_eq_of_ge | |
| pmf.to_outer_measure_apply_eq_one_iff | |
| euclidean_geometry.sphere.second_inter_mem | |
| smooth_const | |
| cinfi_eq_of_forall_ge_of_forall_gt_exists_lt | |
| measure_theory.pdf.real.has_pdf_iff_of_measurable | |
| inf_covby_of_covby_sup_right | |
| rel_iso.ext | |
| is_compl_bot_top | |
| infi₂_comm | |
| with_top.map_coe | |
| order.succ_le_of_lt | |
| measure_theory.mul_upcrossings_before_le | |
| monotone.antivary | |
| filter.le_def | |
| order.pred_top_lt_iff | |
| set.unbounded_gt_of_unbounded_ge | |
| orientation.abs_oangle_sub_right_to_real_lt_pi_div_two | |
| is_alg_closed.roots_eq_zero_iff | |
| order.Ico_succ_right_of_not_is_max | |
| order.succ_le_iff | |
| filter.zero_smul_filter_nonpos | |
| mv_polynomial.expand_zmod | |
| measure_theory.pdf.is_uniform.is_probability_measure | |
| filter.eventually_iff_seq_eventually | |
| interval.coe_ssubset_coe | |
| ratfunc.eval_X | |
| minpoly.not_is_unit | |
| filter.lift'_pure | |
| le_iff_eq_sup_sdiff | |
| probability_theory.kernel.measurable | |
| nonempty_interval.fst_dual | |
| cSup_Ioo | |
| concept.snd_subset_snd_iff | |
| ext_chart_at_preimage_mem_nhds_within' | |
| intermediate_field.subsingleton_of_finrank_adjoin_eq_one | |
| with_bot.succ_coe | |
| filter.le_limsup_of_frequently_le' | |
| probability_theory.measure_zero_or_one_of_measurable_set_limsup_at_top | |
| set.unbounded_ge_univ | |
| tangent_map_comp_at | |
| filter.zero_zero_at_filter | |
| filter.eventually_eq.compl | |
| disjoint_Sup_iff | |
| le_compl_iff_disjoint_right | |
| max_eq_top | |
| inf_sup_assoc_of_le | |
| heyting.regular.coe_to_regular | |
| filter.lift_comm | |
| principal_seg.cod_restrict_apply | |
| filter.map_map₂_right_comm | |
| tangent_bundle.trivialization_at_symmL | |
| diffeomorph.symm_image_image | |
| pmf.mem_support_of_multiset_iff | |
| polynomial.gal.mul_splits_in_splitting_field_of_mul | |
| filter.frequently_const | |
| orientation.oangle_sign_sub_right_eq_neg | |
| cont_mdiff_map.mdifferentiable |