| Name | Category | Theorems |
copy 📖 | CompOp | 2 mathmath: copy_eq, coe_copy
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inclusion 📖 | CompOp | — |
instPartialOrder 📖 | CompOp | 18 mathmath: toAddSubgroup_mono, toNonUnitalSubsemiring_strictMono, closure_preimage_le, closure_mono, ValuationSubring.nonunits_le_nonunits, map_le_iff_le_comap, prod_mono_left, mk_le_mk, toSubsemigroup_mono, ValuationSubring.nonunits_le, toAddSubgroup_strictMono, gc_map_comap, prod_mono_right, toSubsemigroup_strictMono, NonUnitalRingHom.closure_preimage_le, toNonUnitalSubsemiring_mono, le_topologicalClosure, closure_le
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instSetLike 📖 | CompOp | 84 mathmath: instIsTopologicalRing, mem_closure_of_mem, coe_top, ValuationSubring.image_maximalIdeal, coe_sInf, NonUnitalRingHom.mem_range, ext_iff, eq_top_iff', ValuationSubring.nonunits_subset, NonUnitalSubalgebra.coe_toNonUnitalSubring, centerCongr_apply_coe, mem_sSup_of_directedOn, NonUnitalStarSubalgebra.coe_toNonUnitalSubring, zero_mem, mem_top, mem_inf, mem_center_iff, topEquiv_symm_apply_coe, NonUnitalRingHom.eqOn_set_closure, coe_mk', Ideal.image_subset_nonunits_valuationSubring, mem_iSup_of_directed, isClosed_topologicalClosure, NonUnitalRingHom.mem_range_self, topEquiv_apply, NonUnitalStarSubalgebra.mem_toNonUnitalSubring, ofClass_carrier, val_mul, closure_eq, coe_iInf, mem_toSubsemigroup, instCanLiftSetCoeAndMemOfNatForallForallForallForallHAddForallForallForallForallHMulForallForallNeg, val_zero, centerCongr_symm_apply_coe, instNonUnitalSubringClass, coe_toAddSubgroup, val_neg, mem_bot, mem_carrier, coe_bot, mem_map, NonUnitalRingHom.coe_range, ValuationSubring.coe_mem_nonunits_iff, ValuationSubring.mem_nonunits_iff_exists_mem_maximalIdeal, RingEquiv.ofLeftInverse'_symm_apply, mem_mk, mem_toAddSubgroup, coe_sSup_of_directedOn, coe_center, mem_comap, centerToMulOpposite_symm_apply_coe, ValuationSubring.inv_mem_nonunits_iff, coe_equivMapOfInjective_apply, RingEquiv.ofLeftInverse'_apply, coe_eq_zero_iff, mem_map_equiv, ValuationSubring.mem_nonunits_iff_or, Subring.one_mem_toNonUnitalSubring, mem_prod, NonUnitalRingHom.coe_rangeRestrict, NonUnitalRingHom.rangeRestrict_surjective, mem_iInf, val_add, coe_set_mk, range_subtype, coe_map, ValuationSubring.mem_nonunits_iff, mem_toNonUnitalSubsemiring, mem_closure_iff, subset_closure, coe_comap, mem_mk', coe_iSup_of_directed, coe_inf, coe_toNonUnitalSubsemiring, mem_sInf, coe_toSubsemigroup, mem_closure, mem_nonUnitalSubalgebraOfNonUnitalSubring, coe_prod, centerToMulOpposite_apply_coe, NonUnitalSubalgebra.mem_toNonUnitalSubring, NonUnitalRingHom.mem_eqLocus, closure_le
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mk' 📖 | CompOp | 4 mathmath: coe_mk', mem_mk', mk'_toAddSubgroup, mk'_toSubsemigroup
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ofClass 📖 | CompOp | 1 mathmath: ofClass_carrier
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toAddSubgroup 📖 | CompOp | 9 mathmath: toAddSubgroup_mono, toAddSubgroup_eq_top, toAddSubgroup_injective, coe_toAddSubgroup, mem_toAddSubgroup, sInf_toAddSubgroup, toAddSubgroup_strictMono, mk'_toAddSubgroup, toAddSubgroup_top
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toNonUnitalCommRing 📖 | CompOp | — |
toNonUnitalRing 📖 | CompOp | 3 mathmath: instIsTopologicalRing, RingEquiv.ofLeftInverse'_symm_apply, RingEquiv.ofLeftInverse'_apply
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toNonUnitalSubsemiring 📖 | CompOp | 9 mathmath: toNonUnitalSubsemiring_eq_top, toNonUnitalSubsemiring_strictMono, center_toNonUnitalSubsemiring, mem_carrier, toNonUnitalSubsemiring_top, mem_toNonUnitalSubsemiring, coe_toNonUnitalSubsemiring, toNonUnitalSubsemiring_mono, toNonUnitalSubsemiring_injective
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toSubsemigroup 📖 | CompOp | 7 mathmath: mem_toSubsemigroup, sInf_toSubsemigroup, toSubsemigroup_injective, toSubsemigroup_mono, coe_toSubsemigroup, toSubsemigroup_strictMono, mk'_toSubsemigroup
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