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Non-negative discrete Bakry–Émery curvature implies polynomial growth
Non-negative curvature implies polynomial growth. If $G$ has bounded degrees and satisfies $\mathrm{CD}(0,\infty)$ , then $G$ has polynomial growth. More precisely,
openFrom papersbakry-emery-curvature graph-theory polynomial-growth
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Non-negative discrete Bakry–Émery curvature implies polynomial growth