Generalized Whitney partitions
Volume 166 / 2000
Fundamenta Mathematicae 166 (2000), 233-249
DOI: 10.4064/fm-166-3-233-249
Abstract
We prove that the upper Minkowski dimension of a compact set Λ is equal to the convergence exponent of any packing of the complement of Λ with polyhedra of size not smaller than a constant multiple of their distance from Λ.
