Defines a persistence barcode from Conley indices of invariant sets over a poset to detect and classify combinatorial bifurcations via homological signatures.
Dey and Tao Hou, Fast computation of zigzag persistence, 30th Annual European Symposium on Algorithms, ESA 2022, September 5-9, 2022, Berlin/Potsdam, Germany, LIPIcs, vol
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Conley-Morse persistence barcode: a homological signature of combinatorial bifurcations
Defines a persistence barcode from Conley indices of invariant sets over a poset to detect and classify combinatorial bifurcations via homological signatures.