Graphs generated by measures
Summary: In this paper, a graph is assigned to any probability measure on the \(\sigma\)-algebra of Borel sets of a topological space. Using this construction, it is proved that given any number \(n\) (finite or infinite) there exists a nonregular graph such that its clique, chromatic, and dominating number equals \(n\).
scientific article; zbMATH DE number 7037539