Maximal graph Laplacians and porous-medium operators are m-accretive on a dense subset for all graphs, with full-domain m-accretivity under infinite-path measure or bounded-degree conditions, and minimal operators m-accretive precisely when they coincide with the maximal ones.
m-accretive Laplacian on a non symmetric graph
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On the accretivity and m-accretivity of Laplacians and porous medium-type operators on graphs
Maximal graph Laplacians and porous-medium operators are m-accretive on a dense subset for all graphs, with full-domain m-accretivity under infinite-path measure or bounded-degree conditions, and minimal operators m-accretive precisely when they coincide with the maximal ones.