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Given a graph G=(V,E) with n vertices, m edges and maximum vertex degree Δ, the load distribution of a coloring φ:V→{red, blue} is a pair dφ=(rφ,bφ), where rφ is the number of edges with at least one end-vertex colored red and bφ is the number of edges with at least one end-vertex colored blue. Our aim is to find a coloring φ such that the (maximum) load, lφ:=1m⋅max{rφ,bφ}, is minimized. This problems...
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