Minkowski content and local Minkowski content for a class of self-conformal sets (Q438947)

The authors study local Minkowski measurability of \(C^{1+\alpha}\) images of self-similar sets. They show that local Minkowski measurability of a self-similar set \(K\) implies local Minkowski measurability of its image \(F\) and give an explicit formula for the local Minkowski content in this case. They give a counterexample to show that the converse does not hold in general.