School on Dimension Theory of Fractals
Description
The aim of the school is to study various aspects of fractal geometry, motivated by iterated function systems, dynamical systems and probability theory.
The speakers of the school specified the topic of their lectures as follows:
• De-Jun Feng (Chinese University of Hong Kong)
In this short course, we discuss the ergodic and dimensional properties of certain fractal measures associated with conformal and affine IFSs. We prove the exact dimensionality of these fractal measures and give its applications to the dimension of fractal sets.
• Antti Käenmäki (University of Oulu)
In this minicourse, we establish a connection between the Hausdorff dimension of tangent sets and the Assouad dimension. We also exhibit applications of this connection.
• Michał Rams (IMPAN, Warsaw)
Circle diffeomorphism cocycles and multifractal formalism
• Pablo Shmerkin (University of British Columbia)
Additive Combinatorics methods in Fractal Geometry.
IMPORTANT INFORMATION:
The School will be held in Gólyavár.
Lunch will be provided everyday between 13:00 and 14:00 in Metropolitan Restaurant.
- Please indicate your menu preference via this form: Lunch preference
The following link gives practical information (e.g. local traveling):
The registration is closed.
Deadline for applying for financial support: 04.30.2024
The conference organizers do not authorize any external subjects to arrange or propose accommodation for the participants. If you receive e-mails from travel or housing agencies, etc., containing booking offers and requests for sending your personal data or advance payment, you should treat them as scams.
All official communications will only come from the Erdős Center secretary or directly from the organizers. Those who requested financial support for the accommodation will get the details directly from the secretary of the Erdős Center.