46 citations · 133 across the 42 of their papers we have counts for
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math.DG2014
Li-Yau inequality on finite graphs via non-linear curvature dimension conditions
Florentin Münch
We introduce a new version of a curvature-dimension inequality for non-negative curvature. We use this inequality to prove a logarithmic Li-Yau inequality on finite graphs. To form…
math.SP2014
Geometry and spectrum of rapidly branching graphs
Matthias Keller, Felix Pogorzelski, Florentin Münch
We study graphs whose vertex degree tends and which are, therefore, called rapidly branching. We prove spectral estimates, discreteness of spectrum, first order eigenvalue and Weyl…