Random limsup sets of rectangles in regular spaces

Fractal Geometry and Dynamics

18 October 14:00 - 14:50

Fredrik Ekström - University of Oulu

This talk is about the Hausdorff dimension of limsup sets of rectangles whose centres are chosen randomly according to a product of Ahlfors regular probability measures. Almost surely, the Hausdorff dimension is given by the critical parameter for convergence of the sum of a variant of the singular value function applied to the rectangles. Joint work with Esa and Maarit Järvenpää and Ville Suomala.
Kenneth J. Falconer
University of St Andrews
Maarit Järvenpää
University of Oulu
Antti Kupiainen
University of Helsinki
Francois Ledrappier
University of Notre Dame
Pertti Mattila
University of Helsinki


Maarit Järvenpää


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