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feat(analysis/convex/cone): dual_of_dual_eq_self

Open apurvnakade opened this issue 3 years ago • 1 comments

Proof that the dual of dual of a closed convex cone is itself. I'll break this result into smaller PRs. This result is fundamental to formalising linear (or rather conic) programming.


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  • [x] depends on #15639
  • [x] depends on #15766

apurvnakade avatar Jul 23 '22 04:07 apurvnakade

~~TODO: I still need to add docstrings to these theorems and merge the previous branches.~~

apurvnakade avatar Aug 10 '22 11:08 apurvnakade

Thanks! Please apply my suggestions and then feel free to merge.

bors d+

ocfnash avatar Aug 24 '22 09:08 ocfnash

:v: apurvnakade can now approve this pull request. To approve and merge a pull request, simply reply with bors r+. More detailed instructions are available here.

bors[bot] avatar Aug 24 '22 09:08 bors[bot]

Please also update the PR description: it seems to be out of date.

ocfnash avatar Aug 24 '22 09:08 ocfnash

Bors merge

apurvnakade avatar Aug 25 '22 02:08 apurvnakade

Pull request successfully merged into master.

Build succeeded:

bors[bot] avatar Aug 25 '22 05:08 bors[bot]