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Winding number from libigl in DGtal #1697
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Adding the polyscope example file for winding numbers.
/builddoc |
There was an error while building the doc. Check the GitHub actions for debugging. |
/builddoc |
The documentation is built. It will be available, after a few minutes, here: https://dgtal-team.github.io/doc-pr/pr1697/index.html |
Nice I look it in the coming days-! |
Looks great ! Quick questions. Since many files have been changed, it is hard to see where to focus the PR. For instance, you are editing a module Winding doc, but I do not see in the generated doc any link to this doc module (in shapes package), and I do not see a new example in the list of examples. Thanks for your help ! |
The Winding module doc is included in "shapes" |
Can someone review this PR? |
@dcoeurjo sorry I miss it, for tomorrow is it fine ? I think I can have some time tomorrow. |
👍 thx |
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Nice new features, tested and working directly without any comp issue 👌🏻 (even with CGal add). Just some minor suggestions from generating the doc locally.
DGtal::Orientation orientation = winding.orientation(q); //returns DGtal::INSIDE, DGtal::ON or DGtal::OUTSIDE | ||
@endcode | ||
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As the WindingNumberShape class is a model of concepts::CEuclideanBoundedShape, the GaussDigitizer could be used (see @ref moduleShape). |
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Same here, WindingNumberShape is not linked to the doc page
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It looks like the page is available (Shape→ ..) https://dgtal-team.github.io/doc-pr/pr1697/index.html
can you confirm ?
Co-authored-by: Bertrand Kerautret <[email protected]>
Co-authored-by: Bertrand Kerautret <[email protected]>
Co-authored-by: Bertrand Kerautret <[email protected]>
Co-authored-by: Bertrand Kerautret <[email protected]>
Co-authored-by: Bertrand Kerautret <[email protected]>
/builddoc |
The documentation is built. It will be available, after a few minutes, here: https://dgtal-team.github.io/doc-pr/pr1697/index.html |
Merging this one, I will check the master for the python issues |
thanks @kerautret for the review |
PR Description
Adding winding number as a model of Euclidean oriented shape.
Checklist