10 citations · 12 across the 2 of their papers we have counts for
3 papers
Dimension (in)equalities and Hölder continuous curves in fractal percolation
Erik Broman, Federico Camia, Matthijs Joosten +1
We relate various concepts of fractal dimension of the limiting set C in fractal percolation to the dimensions of the set consisting of connected components larger than one point a…
Fat fractal percolation and k-fractal percolation
Erik I. Broman, Tim van de Brug, Federico Camia +2
We consider two variations on the Mandelbrot fractal percolation model. In the k-fractal percolation model, the d-dimensional unit cube is divided in N^d equal subcubes, k of which…
Trivial, Critical and Near-critical Scaling Limits of Two-dimensional Percolation
Federico Camia, Matthijs Joosten, Ronald Meester
It is natural to expect that there are only three possible types of scaling limits for the collection of all percolation interfaces in the plane: (1) a trivial one, consisting of n…