11 citations · 55 across the 33 of their papers we have counts for
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math.AT2012
G-invariant Persistent Homology
Patrizio Frosini
Classical persistent homology is a powerful mathematical tool for shape comparison. Unfortunately, it is not tailored to study the action of transformation groups that are differen…
cs.CG2012★ 1 cited
Comparison of Persistent Homologies for Vector Functions: from continuous to discrete and back
Niccolò Cavazza, Marc Ethier, Patrizio Frosini +2
The theory of multidimensional persistent homology was initially developed in the discrete setting, and involved the study of simplicial complexes filtered through an ordering of t…