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The neighborhood expansion conjecture for positive entropic curvature on graph spaces
Let $G=({\mathcal X},E)$ be a graph endowed with the counting measure. For $z\in {\mathcal X}$ , let $S_2(z)$ denote the vertices at graph distance two from $z$ , and for…
openentropic-curvature graph-theory metric-measure-spaces
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The neighborhood expansion conjecture for positive entropic curvature on graph spaces