Discrete Morse theory von Scoville, Nicholas A

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Homotopy Theory in Digital Topology von Lupton, Gregory, Oprea, John, Scoville, Nicholas A.

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Subdivision of Maps of Digital Images von Lupton, Gregory, Oprea, John, Scoville, Nicholas A.

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Merge trees in discrete Morse theory von Johnson, Benjamin, Scoville, Nicholas A.

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On the homotopy and strong homotopy type of complexes of discrete Morse functions von Donovan, Connor, Lin, Maxwell, Scoville, Nicholas A.

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A second homotopy group for digital images von Lupton, Gregory, Musin, Oleg, Scoville, Nicholas A., Staecker, P. Christopher, Treviño-Marroquín, Jonathan

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Higher connectivity of the Morse complex von Scoville, Nicholas, Zaremsky, Matthew

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A persistent homological analysis of network data flow malfunctions von Scoville, Nicholas A, Yegnesh, Karthik

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Strong Discrete Morse Theory and Simplicial L–S Category: A Discrete Version of the Lusternik–Schnirelmann Theorem von Fernández-Ternero, Desamparados, Macías-Virgós, Enrique, Scoville, Nicholas A., Vilches, José Antonio

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Reviews von Scoville, Nicholas A.

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Lusternik–Schnirelmann category and the connectivity of X von Scoville, Nicholas A

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On the automorphism group of the Morse complex von Lin, Maxwell, Scoville, Nicholas A.

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The digital Hopf construction von Lupton, Greg, Oprea, John, Scoville, Nicholas A.

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Digital fundamental groups and edge groups of clique complexes von Lupton, Gregory, Scoville, Nicholas A.

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On the Lusternik–Schnirelmann category of a simplicial map von Scoville, Nicholas A., Swei, Willie

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A fundamental group for digital images von Lupton, Gregory, Oprea, John, Scoville, Nicholas A.

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On merge trees with a given homological sequence von Scoville, Nicholas A, Wen, Dylan

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The directed Vietoris-Rips complex and homotopy and singular homology groups of finite digraphs von Milićević, Nikola, Scoville, Nicholas A

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Estimating the discrete Lusternik-Schnirelmann category von Green, Brian, Tsuruga, Mimi, Scoville, Nicholas A.

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On cycles and merge trees von Brüggemann, Julian, Scoville, Nicholas A

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