Distances and representations of persistence diagrams
Persistence Diagrams in Julia
These notebooks are the code used in the paper found here: https://link.springer.com/article/10.1007/s44007-024-00130-0
Compute the matching distance and topological correlation between bivariate functions on triangulated surfaces using persistence diagrams.
Python implementation for computing the 2D matching distance and bottleneck distances between multivariate functions on triangulated surfaces.
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