Defines a persistence barcode from Conley indices of invariant sets over a poset to detect and classify combinatorial bifurcations via homological signatures.
Franzosa, The continuation theory for Morse decompositions and connection matrices, Transactions of the American Mathematical Society 310 (1988), no
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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.