3 citations · 4 across the 7 of their papers we have counts for
4 papers · 1 filter
Two-Scale Frostman Measures
Nicolas Angelini, Ursula Molter
We establish a unified Frostman-type framework connecting the classical Hausdorff dimension with the family of intermediate dimensions recently introduced by Falconer, Fra…
Generalized Hausdorff dimension of irrationals with Lagrange value exactly 3
Carlos Gustavo Moreira, Harold Erazo, Nicolas Angelini
We study the generalized Hausdorff dimension of some natural subsets of , where consists of the real numbers for which $\left| x-\frac{p}{q} \right|<\fra…
Intermediate dimensions of measures: Interpolating between Hausdorff and Minkowski dimensions
Nicolas E. Angelini, Ursula M. Molter, Jose M. Tejada
In this paper, we define a family of dimensions for Borel measures that lie between the Hausdorff and Minkowski dimensions for measures, analogous to the intermediate dimensions of…
Critical values for Intermediate and Box dimension of projections and other images
Nicolas Angelini, Ursula Molter
Given a compact set we investigate for which values of we have that or for almost all . Ou…