Monday Analysis Seminar: Averaging property of capacity
 Date

2014728 14:45 
2014728 16:15
 Place
 Faculty of Science Buliding #3 Room 210

Speaker/Organizer
 Tsubasa Itoh (Tokyo Institute of Technology)

 In this talk, we consider the distribution of a subset of $\mathbb{R}^n$ with respect to the $p$capacity. Stegenga (1980) investigated the distribution with respect to the logarithmic capacity and he proved that the averaging property holds for logarithmic capacity. We show that the same averaging property holds for the $p$capacity.
(Joint work with Hiroaki Aikawa).