What is a self-similar map?

  • Engelbert Peter-Suchla (University of Göttingen)
Seminargebäude 213 Universität Leipzig (Leipzig)


There are several concepts of "self-similar spaces", which can be assigned properties like fractal dimensions or L²-invariants. However, the word "invariant" is hard to justify unless we can find suitable maps between these spaces to compare them. So what exactly should the "self-similar category" be? We'll explore several approaches and their successes and failures.

12/8/22 4/18/24

Seminar on Algebra and Combinatorics

Universität Leipzig Augusteum - A314

Mirke Olschewski

MPI for Mathematics in the Sciences Contact via Mail