The Department of Mathematics hosts the conference

Global properties in potential theory of continuous and discrete spaces

November 3-4, 2017
4-501 Math Department Hokkaido University

Invited Speakers

conference picture


Day Time Presenter Title
Nov 3 09:00-09:50 Tsuchida Tetsuo Intrinsic ultracontractivity for one dimensional Schrödinger operators
10:10-11:00 Pinchover Yehuda Optimal Hardy-type inequalities on manifolds and graphs
Tea Break
11:30-12:20 Murata Minoru Monotonicity of non-Liouville property for positive solutions of skew product elliptic equations
Lunch Break
14:00-14:50 Ishiwata Satoshi Poincare inequality on manifolds with ends
15:10-16:00 Sobajima Motohiro On L^p-theory for second order elliptic operators with unbounded diffusion coefficients
Tea Break
16:30-17:20 Atsuji Atsushi Default functions and Liouville type theorems based on symmetric diffusions
17:40-18:30 Seesanea Adisak Finite energy solutions to nonlinear elliptic equations involving measures
Nov 4 09:00-09:50 Hua Bobo Dirichlet to Neumann operators and their spectra on graphs
10:10-11:00 Wojciechowski Radoslaw The Dirichlet problem at infinity for weighted graphs
Tea Break
11:30-12:20 Tanaka Ryokichi Continuous and discrete potential theory in Gromov hyperbolic spaces
Lunch Break
14:00-14:50 Sugawa Toshiyuki On the Liouville property and the Liouville equation
15:10-16:00 Kasue Atsushi Dirichlet finite p-harmonic functions on graphs and manifolds
Tea Break
16:30-17:20 Hara Takanobu The Wolff potential estimate for solutions to elliptic equations with signed data



This event is part of the program of JSPS KAKENHI Grant-in-Aid for Scientific Research 17H01092, 26400062.