| Name | Category | Theorems |
conjMap_ofFixingSubgroup 📖 | CompOp | 2 mathmath: conjMap_ofFixingSubgroup_bijective, conjMap_ofFixingSubgroup_coe_apply
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fixingSubgroupEquivFixingSubgroup 📖 | CompOp | 3 mathmath: fixingSubgroupEquivFixingSubgroup_coe_apply, conjMap_ofFixingSubgroup_bijective, conjMap_ofFixingSubgroup_coe_apply
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fixingSubgroupInsertEquiv 📖 | CompOp | 2 mathmath: ofFixingSubgroup_insert_map_apply, ofFixingSubgroup_insert_map_bijective
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fixingSubgroup_union_to_fixingSubgroup_of_fixingSubgroup 📖 | CompOp | — |
map_ofFixingSubgroupUnion 📖 | CompOp | 2 mathmath: map_ofFixingSubgroupUnion_def, map_ofFixingSubgroupUnion_bijective
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ofFixingSubgroup 📖 | CompOp | 28 mathmath: MulAction.isPreprimitive_of_fixingSubgroup_empty_iff, ofFixingSubgroup_equivariantMap_injective, ofFixingSubgroup_of_inclusion_injective, map_ofFixingSubgroupUnion_def, MulAction.ofFixingSubgroup.isMultiplyPreprimitive, ofFixingSubgroup_carrier, MulAction.isPreprimitive_ofFixingSubgroup_conj_iff, disjoint_val_image, MulAction.isPreprimitive_fixingSubgroup_insert_iff, ofFixingSubgroup_of_eq_apply, ofFixingSubgroup.isMultiplyPretransitive, MulAction.IsMultiplyPreprimitive.isPreprimitive_ofFixingSubgroup, MulAction.isMultiplyPreprimitive_iff, mem_ofFixingSubgroup_insert_iff, Equiv.Perm.isPretransitive_of_isCycle_mem, ofFixingSubgroup.append_right, ofFixingSubgroup_of_singleton_bijective, ofFixingSubgroupEmpty_equivariantMap_bijective, map_ofFixingSubgroupUnion_bijective, ofFixingSubgroup_of_eq_bijective, not_mem_of_mem_ofFixingSubgroup, IsPreprimitive.isPreprimitive_ofFixingSubgroup_inter, mem_ofFixingSubgroup_iff, ofFixingSubgroup.isMultiplyPretransitive', ofFixingSubgroup_insert_map_bijective, conjMap_ofFixingSubgroup_bijective, IsPretransitive.isPretransitive_ofFixingSubgroup_inter, conjMap_ofFixingSubgroup_coe_apply
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ofFixingSubgroup_equivariantMap 📖 | CompOp | 2 mathmath: ofFixingSubgroup_equivariantMap_injective, ofFixingSubgroupEmpty_equivariantMap_bijective
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ofFixingSubgroup_insert_map 📖 | CompOp | 2 mathmath: ofFixingSubgroup_insert_map_apply, ofFixingSubgroup_insert_map_bijective
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ofFixingSubgroup_of_eq 📖 | CompOp | 2 mathmath: ofFixingSubgroup_of_eq_apply, ofFixingSubgroup_of_eq_bijective
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ofFixingSubgroup_of_inclusion 📖 | CompOp | 1 mathmath: ofFixingSubgroup_of_inclusion_injective
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ofFixingSubgroup_of_singleton 📖 | CompOp | 1 mathmath: ofFixingSubgroup_of_singleton_bijective
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