Correlation dimension for self-similar Cantor sets with overlaps
Volume 155 / 1998
Fundamenta Mathematicae 155 (1998), 293-300
DOI: 10.4064/fm_1998_155_3_1_293_300
Abstract
We prove a classification theorem of the "Glimm-Effros" type for Borel order relations: a Borel partial order on the reals either is Borel linearizable or includes a copy of a certain Borel partial order $≤_0$ which is not Borel linearizable.
