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@MatousE MatousE commented Jun 22, 2024

Adding a lifting from point cloud sets to simplicial complex (Vietoris-Rips Complex) using the Vietoris-Rips methodology. It generally works by taking a set of points and a user defined distance threshold $\epsilon$. $1$-Simplices are added between two points if the distance between them is less than or equal to $\epsilon$. Subsequently, an $n$-simplex is created if every pair of its $n+1$ vertices is connected by a $1$-simplex.

Here the implementation takes a torch_geometric Data class where positions of each point is stored in the pos attribute. A dictionary of the lifted topology is returned using an implementation of the _get_lifted_topology function from the Graph2SimplicialLifting class.

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gbg141 commented Jul 8, 2024

Hello @MatousE! Thank you for your submission. As we near the end of the challenge, I am collecting participant info for the purpose of selecting and announcing winners. Please email me (or have one member of your team email me) at [email protected] so I can share access to the voting form. In your email, please include:

Before July 12, make sure that your submission respects all Submission Requirements laid out on the challenge page. Any submission that fails to meet this criteria will be automatically disqualified.

@gbg141 gbg141 added award-category-1 Lifting to Simplicial or Cell Domain award-category-3 Feature-based Lifting (including those that simultaneously leverage the connectivity) labels Jul 9, 2024
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3 participants