from 26.03.'26 to 30.03.'26

Cantor Set & Brownian Motion

at IISER Berhampur

A four-day workshop to discuss the role of three different areas
(Geometric Measure theory, Probability Theory and Harmonic Analysis)
in Cantor set and Brownian Motion.

Registration (Deadline: 15 Feb 2026)

26.03.'26 - Arrival and registration;
27.03.'26 - Day 1 of the workshop;
28.03.'26 - Day 2 of the workshop;
29.03.'26 - Day 3 of the workshop;
30.03.'26 - Day 4 of the workshop;

3 research areas - in 1 workshop for 4 days
as part of the π-day celebrations
and to commemorate 10 Years of Inception of IISER Berhampur
conducted by Department of Mathematical Sciences

About the workshop:
Fractal sets arising from random processes play a central role in modern analysis, probability, and geometry. Classical objects such as the Cantor set, Brownian motion, and percolation clusters exhibit rich geometric structures that are invisible to standard notions of length and area, but are captured by finer notions of dimension and harmonic analysis. This workshop aims to introduce these objects through a blend of geometric measure theory, probability theory, and harmonic analysis. The workshop is designed to be self-contained, with minimal prerequisites such as Measure Theory, and is designed for final-year master’s students and early-stage PhD students. Anybody interested may register. The selection of the participants will be done by a committee after the deadline of the registration.