[Merged by Bors] - feat(group_theory/sub{monoid,group}, linear_algebra/basic): add supr_induction for submonoid, add_submonoid, subgroup, add_subgroup, and submodule
#11556
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…on` for `submonoid`, `add_submonoid`, and `submodule` This also adds dependent versions.
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supr_induction for submonoid, add_submonoid, and submodulesupr_induction for submonoid, add_submonoid, subgroup, add_subgroup, and submodule
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supr_induction for submonoid, add_submonoid, subgroup, add_subgroup, and submodulesupr_induction for submonoid, add_submonoid, subgroup, add_subgroup, and submodule
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…_induction` for `submonoid`, `add_submonoid`, `subgroup`, `add_subgroup`, and `submodule` (#11556) This also adds dependent versions, which match the style of the dependent versions of `submodule.span_induction` and `submonoid.closure_induction` in #11555. Primarily it's the group and module versions that are useful here, as they remove the inv and smul obligations that would appear if using `closure_induction` or `span_induction`.
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…_induction` for `submonoid`, `add_submonoid`, `subgroup`, `add_subgroup`, and `submodule` (#11556) This also adds dependent versions, which match the style of the dependent versions of `submodule.span_induction` and `submonoid.closure_induction` in #11555. Primarily it's the group and module versions that are useful here, as they remove the inv and smul obligations that would appear if using `closure_induction` or `span_induction`.
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supr_induction for submonoid, add_submonoid, subgroup, add_subgroup, and submodulesupr_induction for submonoid, add_submonoid, subgroup, add_subgroup, and submodule
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…_induction` for `submonoid`, `add_submonoid`, `subgroup`, `add_subgroup`, and `submodule` (#11556) This also adds dependent versions, which match the style of the dependent versions of `submodule.span_induction` and `submonoid.closure_induction` in #11555. Primarily it's the group and module versions that are useful here, as they remove the inv and smul obligations that would appear if using `closure_induction` or `span_induction`.
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This also adds dependent versions, which match the style of the dependent versions of
submodule.span_inductionandsubmonoid.closure_inductionin #11555.Primarily it's the group and module versions that are useful here, as they remove the inv and smul obligations that would appear if using
closure_inductionorspan_induction.