Hausdorff dimension of limsup sets of random rectangles in products of regular spaces
arXiv:1705.02616
Abstract
The almost sure Hausdorff dimension of the limsup set of randomly distributed rectangles in a product of Ahlfors regular metric spaces is computed in terms of the singular value function of the rectangles.
v2: Removed the subsection about the Heisenberg group, which contained an error. 12 pages