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[Merged by Bors] - doc(category_theory): add doc-strings and links to the stacks project #4107
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LGTM, thanks a lot for doing this!
The three main structures involved are | ||
* `is_limit c`, for `c : cone F`, `F : J ⥤ C`, expressing that `c` is a limit cone, | ||
* `limit_cone F`, which consists of a choice of cone for `F` and the fact it is a limit cone, and | ||
* `has_limit F`, asserting the mere existence of some limit cone for `F`. |
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This docstring morally depends on the prop-limits branch, right?
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err... Yes!
I realise also that I've now written a module doc for limits/limits.lean
both on this branch, and on that branch! I guess when one gets merged, I'll merge conflicts and pick the best sentences from each. :-)
Thanks 🎉 bors merge |
…#4107) We'd been discussing adding a `@[stacks "007B"]` tag to add cross-references to the stacks project (and possibly include links back again -- they say they're keen). I'm not certain that we actually have the documentation maintenance enthusiasm to make this viable, so this PR is a more lightweight solution: adding lots of links to the stacks project from doc-strings. I'd be very happy to switch back to the attribute approach later. This is pretty close to exhaustive for the "category theory preliminaries" chapter of the stacks project, but doesn't attempt to go beyond that. I've only included links where we formalise all, or almost all (in which case I've usually left a note), of the corresponding tag. Co-authored-by: Scott Morrison <scott.morrison@gmail.com>
Pull request successfully merged into master. Build succeeded: |
We'd been discussing adding a
@[stacks "007B"]
tag to add cross-references to the stacks project (and possibly include links back again -- they say they're keen).I'm not certain that we actually have the documentation maintenance enthusiasm to make this viable, so this PR is a more lightweight solution: adding lots of links to the stacks project from doc-strings. I'd be very happy to switch back to the attribute approach later.
This is pretty close to exhaustive for the "category theory preliminaries" chapter of the stacks project, but doesn't attempt to go beyond that. I've only included links where we formalise all, or almost all (in which case I've usually left a note), of the corresponding tag.