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whether small balls are closer than their centers are . In a Riemannian manifolds this gives back usual Ricci to scaling. This definition is very easy to apply in a series of examples such as graphs eg the discrete are able to generalize several Riemannian theorems in positive curvature such as concentration of measure definition also allows to prove new theorems both in the Riemannian and discrete case for example improved Bayesian inference for Markov random field models in social network analysis *15h-16h Thomas Schiex et
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