2 citations · 4 across the 10 of their papers we have counts for
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math.SP2020
A theory of spectral partitions of metric graphs
James B. Kennedy, Pavel Kurasov, Corentin Léna +1
We introduce an abstract framework for the study of clustering in metric graphs: after suitably metrising the space of graph partitions, we restrict Laplacians to the clusters thus…
math.SP2020★ 2 cited
Concrete method for recovering the Euler characteristic of quantum graphs
Corentin Léna, Andrea Serio
Trace formulas play a central role in the study of spectral geometry and in particular of quantum graphs. The basis of our work is the result by Kurasov which links the Euler chara…