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Dataset · Hugging Face

appliedgeometry/EuLearn

Dataset Description This dataset contains 3D objects representing a topologically diverse collection of surfaces, each generated from closed, parameterized curves with varying number of self-intersections (singular knots). The surfaces are organized by topological genus, ranging from 0 to 10. For each surface, we included the following four files: Non-Smoothed STL Mesh (*_ns.stl): A 3D mesh of the surface with sharp geometry and unmodified vertex positions. This version… See the full description on the dataset page: https://huggingface.co/datasets/appliedgeometry/EuLearn.

Author / organizationappliedgeometry
License (as declared)mit
Downloads5.5K (as reported by Hugging Face)
Likes0
Created14 May 2025
Last updated at source8 March 2026
MathematicsTopologyGeometryKnot TheoryEuler CharacteristicGenus
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  • 16 Oct 2026 Description: Dataset Description This dataset contains 3D objects representing a topologically diverse collection of surfaces, each generated from closed, parameterized curves with varying number of self-intersections (singular knots). The surfaces are → Dataset Description This dataset contains 3D objects representing a topologically diverse collection of surfaces, each generated from closed, parameterized curves with varying number of self-intersections (singular knots). The surfaces are

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Silytics shows public metadata from Hugging Face and links to the original. Information may be incomplete or out of date. Last refreshed 16 October 2026. Licenses and terms of the original apply to the work itself. Not financial, legal or professional advice.