Porosity and dimension of sets and measures
Showing items with similar title or keywords.
Herron, D. A.; Koskela, Pekka (University of Illinois Press, 2003)We determine the correct dimension gauge for measuring generalized quasicircles (the images of a circle under so-called µ-homeomorphisms). We establish a sharp modulus of continuity estimate for the inverse of a homeomorphism ...
Rossi, Eino (Academic Press, 2014)We show the existence of the local dimension of an invariant probability measure on an infinitely generated self-affine set, for almost all translations. This implies that an ergodic probability measure is exactly dimensional. ...
David, Guy C.; Le Donne, Enrico (American Mathematical Society, 2020)We give a sufficient condition for a general compact metric space to admit an n-rectifiable piece, as a consequence of a recent result of David Bate. Let X be a compact metric space of topological dimension n. Suppose that ...
Kivinen, Henna-Liisa (2013)