Abstract

In this paper we prove that any distance-balanced graph GG with Δ(G)≥∣V(G)∣−3Δ(G)\geq |V(G)|-3 is regular. Also we define notion of distance-balanced closure of a graph and we find distance-balanced closures of trees TT with Δ(T)≥∣V(T)∣−3Δ(T)\geq |V(T)|-3.

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