UBC Probability Seminar: Mathav Murugan

  • Date: 12/07/2022
  • Time: 15:00
Lecturer(s):
Mathav Murugan, UBC
Location: 

University of British Columbia

Topic: 

Conformal Assoaud dimension as the critical exponent for combinatorial modulus

Description: 

The conformal Assouad dimension is the infimum of all possible values of the Assouad dimension after a quasisymmetric change of metric. We show that the conformal Assouad dimension equals a critical exponent associated with the combinatorial modulus for any compact doubling metric space. This generalizes a similar result obtained by Carrasco Piaggio for the Ahlfors regular conformal dimension to a larger family of spaces.

Other Information: 

Location: ESB 4133 (PIMS Lounge)

 

Time: 3pm PacificĀ