8 citations · 30 across the 12 of their papers we have counts for
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math.AT2022★ 8 cited
Hochschild homology, and a persistent approach via connectivity digraphs
Luigi Caputi, Henri Riihimäki
We introduce a persistent Hochschild homology framework for directed graphs. Hochschild homology groups of (path algebras of) directed graphs vanish in degree . To extend…
math.AT2022★ 3 cited
Categorifying connected domination via graph überhomology
Luigi Caputi, Daniele Celoria, Carlo Collari
Überhomology is a recently defined homology theory for simplicial complexes, which yields subtle information on graphs. We prove that bold homology, a certain specialisation of übe…