In the last four to five decades, classical geometric function theory has evolved to encompass dynamical, metric, and probabilistic aspects. One of the notable advancements in these fields is Schramm's introduction of Schramm-Loewner Evolutions (SLE’s), which have been influential in understanding the relationship between conformally invariant and probabilistic structures.
This workshop aims to unite researchers working in these areas and related fields, fostering collaboration and exchange of ideas for the mutual benefit of all. Equally important is the goal of nurturing the next generation of researchers. In addition to inviting emerging scholars as speakers, we will actively promote the workshop to attract participation from graduate students and post-doctoral fellows, with a focus on enhancing diversity among participants.
Organizing Committee
Ilia Binder - University of Toronto
Sergiy Merenkov - The City College of New York
James Waterman - Center for Computing Sciences
Michael Yampolsky - University of Toronto
Register:
