Maximum principles in partial differential equations and related topics

Contents

Program

Dates:March 4(Fri.), 2016
Venue: 4-501, Faculty of Science Bld. #4, Hokkaido University
Organizer:
Nao Hamamuki (Hokkaido University)
Speakers:
Norihisa Ikoma (Kanazawa University)
Tomoya Kemmochi (The University of Tokyo)
Takahiro Kosugi (Tohoku University)
Kazuhiro Takimoto (Hiroshima University)
Yuh Yamashita (Hokkaido University)
Program:
9:50 - 10:00Opening
10:00 - 10:50Kazuhiro Takimoto (Hiroshima University)
Bernstein type theorems for parabolic k-Hessian equations
11:00 - 11:50Takahiro Kosugi (Tohoku University)
Comparison principle for quasilinear elliptic equations without zeroth order term
14:00 - 14:50Yuh Yamashita (Hokkaido University)
制御理論からみた微分不可能な値関数―局所半凹性と漸近安定性
15:20 - 16:10Tomoya Kemmochi (The University of Tokyo)
2階楕円型方程式の有限要素近似に対する離散最大値原理とその応用
16:20 - 17:10Norihisa Ikoma (Kanazawa University)
Existence of positive solutions for elliptic equations involving the Pucci operators
18:00 - Reception
Contact:
Nao Hamamuki
E-mail: hnao(atmark)math.sci.hokudai.ac.jp