Monday Analysis Seminar: Conformal invariants defined by harmonic functions on Riemann surfaces
 Date

2014613 45 
2014613 16:15
 Place
 Faculty of Science Buliding #3 Room 210

Speaker/Organizer
 Hiroshige Shiga (Tokyo Institute of Technology)

 Let \(R\) be an open Riemann surface. Among many conformal invariants on \(R\), we are interested in quantities derived from some spaces of harmonic functions on \(R\), such as spaces of positive harmonic functions, bounded harmonic functions and harmonic Hardy spaces. The classical Harnack distance is one of the important quantities. We compare those invarinats with the hyperbolic distance.
Different day of the week.