Computing the \(p\)-modulus of systems of measures via optimal plans (Q2198277)

The \(p\)-modulus introduced by Fuglede is a powerful tool in geometric measure theory. Let \((X,\,d)\) be a Polish space. In this paper, by using the optimal plan associated with the \(p\)-modulus of a family of Borel measures, the author established several formulas for the \(p\)-modulus and the extremal function for different families of measures \(\Sigma\) on \(X\).