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In this article we show, in a concise manner, a result of uniform in timepropagation of chaos for non exchangeable systems of particles interactingaccording to a random graph. Provided the interaction is Lipschitz continuous,the restoring force satisfies a general one-sided Lipschitz condition (thusallowing for non-convex confining potential) and the graph is dense enough, weuse a coupling method suggested by Eberle known as reflection coupling toobtain uniform in time mean-field limit with bounds that depend explicitly onthe graph structure.

A note on uniform in time mean-field limit in graphs