Program
February 16 (Sat.)
On limiting distributions of various reflecting barrier processes
11:00 - 11:50 Yuichi Shiozawa (Ritsumeikan University）
Central limit theorem for branching Brownian motions in random environment
13:30 - 14:20 Yuji Hamana（Kumamoto University）
On numbers of the multiple points of random walk
14:30 - 15:20 Yoshihiro Tawara （Tohoku University）
$L^p$-independence of spectral bounds of Schrodinger-type operators with non-local potentials
15:20 - 15:50 Tea Break
15:50 - 16:40 Masayoshi Takeda （Tohoku University）
Oshima's inequality and the differentiability of spectral function
16:50 - 17:40 Yoichi Oshima （Kumamoto University）
On the reachability to some moving domains of diffusion processes
18:30 - a conference dinner
February 17 (Sun.)
10:00 - 10:50 Panki Kim (Seoul National University)
Boundary Harnack principle for subordinate Brownian motions
11:00 - 11:50 Minoru Murata (Tokyo Institute of Technology)
Structure of nonnegative solutions for parabolic equations and perturbation theory for elliptic operators
13:30 - 14:20 Toshihiro Uemura （University of Hyogo）
Remarks on nonlocal operators
14:30 - 15:20 Daehong Kim (Kumamoto University)
On a localization for diffusions with a random potential
15:20 - 15:50 Tea Break
15:50 - 16:40 Hiroshi Kawabi (Okayama University)
Littlewood-Paley-Stein inequalities and Riesz transforms on general metric spaces
16:50 - 17:40 Kazuhiro Kuwae (Kumamoto University）
On double Feller property