MATH Seminar: “Minimality of a Self-Similar Structure,” Sıla Kesimal, SA-141, 4PM December 18 (EN)

Dear Colleagues and Students,

You are cordially invited to the Analysis Seminar organized by the Department of Mathematics.

Speaker: Sıla Kesimal (Bilkent University)

“Minimality of a Self-similar Structure”

Abstract: The notion of “fractals” was introduced by Mandelbrot in the description of nature.”Self-similarity” is very important in the study of such sets and most classical fractal sets constructed by many mathematicians have the self-similarity in some sense. In this talk, I will give the basics of self-similar sets and explain the topological structures of them. Then I will define a self-similar structure which is a purely topological description of a self-similar set. Finally, I will state and prove a thorem which gives a characterization of “minimality” of a self-similar structure.

Date: Tuesday, December 18, 2018
Time: 16:00
Place: Mathematics Seminar Room, SA – 141