91 citations · 293 across the 21 of their papers we have counts for
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math.AT2023
Cluster-Persistence for Weighted Graphs
Omer Bobrowski, Primoz Skraba
Persistent homology is a natural tool for probing the topological characteristics of weighted graphs, essentially focusing on their -dimensional homology. While this area has be…
math.AT2019★ 30 cited
Probabilistic Convergence and Stability of Random Mapper Graphs
Adam Brown, Omer Bobrowski, Elizabeth Munch +1
We study the probabilistic convergence between the mapper graph and the Reeb graph of a topological space equipped with a continuous function $f: \mathbb{X} \rightarro…
math.AT2014
Topology of random geometric complexes: a survey
Omer Bobrowski, Matthew Kahle
In this expository article, we survey the rapidly emerging area of random geometric simplicial complexes.