A series representation for all Bernoulli convolutions, and some experiments with Bernoulli convolutions and brain data

Fractal Geometry and Dynamics

26 October 14:00 - 14:50

Christoph Bandt - Ernst Moritz Arndt University of Greifswald

The family of all Bernoulli convolutions can be considered as a single L2 function F defined on a rectangle. We present a series representation of F using moments and Legendre polynomials. In a second part of the talk we consider scaling quantities in Bernoulli measures and in certain medical data.
Kenneth 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


For practical matters at the Institute, send an e-mail to