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[Merged by Bors] - feat(linear_algebra/determinant): specialize linear_equiv.is_unit_det
to automorphisms
#7667
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The definition of `linear_map.det` still doesn't require `decidable_eq` but any lemmas unfolding it to `matrix.det` do. Discussed here: #7667 (comment)
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The definition of `linear_map.det` still doesn't require `decidable_eq` but any lemmas unfolding it to `matrix.det` do. Discussed here: #7667 (comment)
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This PR replaces `∃ (s : set M) (b : basis s R M), s.finite` with `∃ (s : finset M), nonempty (basis s R M)` in the definitions in `linear_map.det` and `linear_map.trace`. This should make it much easier to unfold those definitions without having to modify the instance cache or supply implicit params. In particular, it should help a lot with #7667.
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This PR replaces `∃ (s : set M) (b : basis s R M), s.finite` with `∃ (s : finset M), nonempty (basis s R M)` in the definitions in `linear_map.det` and `linear_map.trace`. This should make it much easier to unfold those definitions without having to modify the instance cache or supply implicit params. In particular, it should help a lot with #7667.
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This PR replaces `∃ (s : set M) (b : basis s R M), s.finite` with `∃ (s : finset M), nonempty (basis s R M)` in the definitions in `linear_map.det` and `linear_map.trace`. This should make it much easier to unfold those definitions without having to modify the instance cache or supply implicit params. In particular, it should help a lot with #7667.
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This PR replaces `∃ (s : set M) (b : basis s R M), s.finite` with `∃ (s : finset M), nonempty (basis s R M)` in the definitions in `linear_map.det` and `linear_map.trace`. This should make it much easier to unfold those definitions without having to modify the instance cache or supply implicit params. In particular, it should help a lot with #7667.
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This PR replaces `∃ (s : set M) (b : basis s R M), s.finite` with `∃ (s : finset M), nonempty (basis s R M)` in the definitions in `linear_map.det` and `linear_map.trace`. This should make it much easier to unfold those definitions without having to modify the instance cache or supply implicit params. In particular, it should help a lot with #7667.
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This PR replaces `∃ (s : set M) (b : basis s R M), s.finite` with `∃ (s : finset M), nonempty (basis s R M)` in the definitions in `linear_map.det` and `linear_map.trace`. This should make it much easier to unfold those definitions without having to modify the instance cache or supply implicit params. In particular, it should help a lot with #7667.
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This PR replaces `∃ (s : set M) (b : basis s R M), s.finite` with `∃ (s : finset M), nonempty (basis s R M)` in the definitions in `linear_map.det` and `linear_map.trace`. This should make it much easier to unfold those definitions without having to modify the instance cache or supply implicit params. In particular, it should help a lot with #7667.
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🎉 Great news! Looks like all the dependencies have been resolved:
💡 To add or remove a dependency please update this issue/PR description. Brought to you by Dependent Issues (:robot: ). Happy coding! |
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…t` to automorphisms
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…t` to automorphisms (#7667) `linear_equiv.is_unit_det` is defined for all equivs between equal-dimensional spaces, using `det (linear_map.to_matrix _ _ _)`, but I needed this result for `linear_map.det _` (which only exists between the exact same space). So I added the specialization `linear_equiv.is_unit_det'`.
Pull request successfully merged into master. Build succeeded: |
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feat(linear_algebra/determinant): specialize
[Merged by Bors] - feat(linear_algebra/determinant): specialize Jun 15, 2021
linear_equiv.is_unit_det
to automorphismslinear_equiv.is_unit_det
to automorphisms
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linear_equiv.is_unit_det
is defined for all equivs between equal-dimensional spaces, usingdet (linear_map.to_matrix _ _ _)
, but I needed this result forlinear_map.det _
(which only exists between the exact same space). So I added the specializationlinear_equiv.is_unit_det'
.finset
s to definedet
andtrace
#7778