ab_subgroup_of_subgroup_incl
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@ -423,4 +423,13 @@ namespace group
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exact subtype_eq (p g)
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end
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definition subgroup_of_subgroup_incl {R S : subgroup_rel G} (H : Π (g : G), R g -> S g) : subgroup R →g subgroup S
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:=
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subgroup_functor (gid G) H
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definition ab_subgroup_of_subgroup_incl {A : AbGroup} {R S : subgroup_rel A} (H : Π (a : A), R a -> S a) : ab_subgroup R →g ab_subgroup S
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:=
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ab_subgroup_functor (gid A) H
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end group
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