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[Merged by Bors] - feat(Complex/UpperHalfPlane): add vertical strips #12443
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…s and make i as an element of the upper half plane
Since the vertical-strip stuff doesn't use the metric any more, it probably shouldn't be in |
Good point, I'm not quite sure where to place it, I guess it could go into topology? |
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Looks straightforward; I just have three minor comments. Thanks for your contribution!
I think for consistency with mathlib's naming conventions, |
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LGTM, thanks!
maintainer merge
🚀 Pull request has been placed on the maintainer queue by loefflerd. |
Thanks! bors merge |
We define the vertical strips that are needed for proving Eisenstein series are modular forms #10377 . We also add the definition of sqrt{-1} as an elements of the upper half plane. Note that this is no longer needed for the modular forms PRs but its good to have. Sorry about the typo in the PR name, its not my day! Co-authored-by: Chris Birkbeck <[email protected]>
Pull request successfully merged into master. Build succeeded: |
We define the vertical strips that are needed for proving Eisenstein series are modular forms #10377 . We also add the definition of sqrt{-1} as an elements of the upper half plane. Note that this is no longer needed for the modular forms PRs but its good to have. Sorry about the typo in the PR name, its not my day! Co-authored-by: Chris Birkbeck <[email protected]>
We define the vertical strips that are needed for proving Eisenstein series are modular forms #10377 . We also add the definition of sqrt{-1} as an elements of the upper half plane. Note that this is no longer needed for the modular forms PRs but its good to have. Sorry about the typo in the PR name, its not my day! Co-authored-by: Chris Birkbeck <[email protected]>
We define the vertical strips that are needed for proving Eisenstein series are modular forms #10377 . We also add the definition of sqrt{-1} as an elements of the upper half plane. Note that this is no longer needed for the modular forms PRs but its good to have.
Sorry about the typo in the PR name, its not my day!