Interleaving distance on single- and multi-parameter persistence modules equals a Galois-edit distance, yielding a new proof of bottleneck stability.
A relative theory of interleavings
2 Pith papers cite this work. Polarity classification is still indexing.
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2025 2verdicts
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Presents ILP formulations to bound the interleaving distance on mapper graphs, with evaluation on small examples and benchmark datasets.
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Interleaving Distance as a Galois-Edit Distance
Interleaving distance on single- and multi-parameter persistence modules equals a Galois-edit distance, yielding a new proof of bottleneck stability.
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Towards an Optimal Bound for the Interleaving Distance on Mapper Graphs
Presents ILP formulations to bound the interleaving distance on mapper graphs, with evaluation on small examples and benchmark datasets.