15 citations · 15 across the 4 of their papers we have counts for
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cs.CG2019
Relative-perfectness of discrete gradient vector fields and multi-parameter persistent homology
Claudia Landi, Sara Scaramuccia
The combination of persistent homology and discrete Morse theory has proven very effective in visualizing and analyzing big and heterogeneous data. Indeed, topology provides comput…
cs.CG2018★ 15 cited
Computing multiparameter persistent homology through a discrete Morse-based approach
Sara Scaramuccia, Federico Iuricich, Leila De Floriani +1
Persistent Homology (PH) allows tracking homology features like loops, holes and their higher-dimensional analogs, along with a single-parameter family of nested spaces. Currently,…