Thomas Weighill

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20172026

most citedGeometry of Graph Partitions via Optimal Transport

4 citations · 4 across the 9 of their papers we have counts for

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math.MG2023

Coarse embeddings of quotients by finite group actions

Thomas Weighill

We prove that for a metric space $X$ and a finite group $G$ acting on $X$ by isometries, if $X$ coarsely embeds into a Hilbert space, then so does the quotient $X / G$ . A crucial ste…

math.MG2023

Coarse embeddability of Wasserstein space and the space of persistence diagrams

Neil Pritchard, Thomas Weighill

We prove an equivalence between open questions about the embeddability of the space of persistence diagrams and the space of probability distributions (i.e.~Wasserstein space). It…