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[Merged by Bors] - feat(geometry/manifold/vector_bundle/tangent): use the new tangent bundle definition in the library #18601
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This looks very good to me. Thanks a lot! I'd say let's merge this, but maybe @hrmacbeth wants to have a look first. |
@hrmacbeth, do you have more comments on the PR, or do you want some more time to look at it? Otherwise, I'll merge it in a few days. |
bors merge |
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…ndle definition in the library (#18601) * Stop using the old tangent bundle definition, and use the new one instead * This affects `geometry.manifold.mfderiv` and later files. * We remove `cont_mdiff_at_iff_target`, which doesn't hold anymore in the new setting. * We prove `cont_mdiff_at_total_space`, which characterizes `C^n` maps into a vector bundle. We need a bunch of basic lemmas to prove this. This makes it easy to prove `smooth_zero_section`. * We move some results from `cont_mdiff_mfderiv` to `manifold/vector_bundle/basic`
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…ndle definition in the library (#18601) * Stop using the old tangent bundle definition, and use the new one instead * This affects `geometry.manifold.mfderiv` and later files. * We remove `cont_mdiff_at_iff_target`, which doesn't hold anymore in the new setting. * We prove `cont_mdiff_at_total_space`, which characterizes `C^n` maps into a vector bundle. We need a bunch of basic lemmas to prove this. This makes it easy to prove `smooth_zero_section`. * We move some results from `cont_mdiff_mfderiv` to `manifold/vector_bundle/basic`
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feat(geometry/manifold/vector_bundle/tangent): use the new tangent bundle definition in the library
[Merged by Bors] - feat(geometry/manifold/vector_bundle/tangent): use the new tangent bundle definition in the library
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geometry.manifold.mfderiv
and later files.cont_mdiff_at_iff_target
, which doesn't hold anymore in the new setting.cont_mdiff_at_total_space
, which characterizesC^n
maps into a vector bundle. We need a bunch of basic lemmas to prove this. This makes it easy to provesmooth_zero_section
.cont_mdiff_mfderiv
tomanifold/vector_bundle/basic
This supersedes #18068