YAMADA, Yoshio

J-GLOBAL         Last updated: Mar 29, 2019 at 02:40
 
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Name
YAMADA, Yoshio
E-mail
yamadawaseda.jp
URL
http://www.f.waseda.jp/yamada/
Affiliation
Waseda University
Section
Faculty of Science and Engineering School of Fundamental Science and Engineering
Job title
Professor
Degree
Doctor of Science
Research funding number
20111825

Research Areas

 
 

Academic & Professional Experience

 
1977
 - 
1987
Research Associate, Nagoya University, Faculty of Science
 
1987
 - 
1992
Assistant Professor, Waseda University, School of Science and - Engineering
 
1992
 - 
2006
Professor, Waseda University, School of Science and Engineering
 
2006
   
 
Professor, Waseda University, Faculty of Science and Engineering
 

Published Papers

 
Yuki Kaneko and Yoshio Yamada
Journal of Mathematical Analysis and Applications   465 1159-1175   May 2018   [Refereed]
Li, Shanbing; Yamada, Yoshio
Journal of Mathematical Analysis and Applications   461(1) 971-992   May 2018
© 2017 Elsevier Inc. In the current paper, we continue the mathematical analysis studied in Li and Wu (2017) [15] and Oeda (2011) [22] , and further study the effect of cross-diffusion for the predator on the stationary problem. The existence of p...
Nonlinear diffusion equations with cross-diffusion: Reaction-diffusion equations appearing in mathematical ecology
Yoshio Yamada
Sugaku Expositions      Dec 2016
Analysis of forest kinematic model with nonlinear degenerate diffusion
Yoshio Yamada
Advances in Mathematical Sciences and Applications   25(1)    Sep 2016   [Refereed]
Spreading, vanishing and singularity for radially symmetric solutions of a Stefan-type free boundary problem (Developments of the theory of evolution equations as the applications to the analysis for nonlinear phenomena)
Kaneko Yuki;Yamada Yoshio
RIMS Kokyuroku   1997 86-95   Jul 2016

Books etc

 
Handbook of Differential Equations:Stationary Partial Differential Equations, Vol. 6
Yoshio Yamada (共著), Michel Chioot (編者)
Elsevier   Jun 2008   ISBN:978-0-444-53241-1
理工系のための「微分積分Ⅱ」
鈴木武,山田義雄,柴田良弘,田中和永
内田老鶴圃   Nov 2007   ISBN:978-4-7536-0183-7
理工系のための「微分積分Ⅰ」
鈴木武,山田義雄,柴田良弘,田中和永
内田老鶴圃   Apr 2007   ISBN:978-4-7536-0181-3

Conference Activities & Talks

 
A free boundary problem arising in mathematical ecology and asymptotic estimates of solutions [Invited]
Yoshio Yamada
Matsuyama Analysisi Semina- 2019   1 Feb 2019   
Free boundary problems appearing in mathematical biology [Invited]
Yoshio Yamada Yamada
Nonlinear Evolutionary PDEs and Their Equilibrium states II   15 Sep 2018   
Asymptotic estimates of solutions for a certain class of one-dimensional free boundary problems [Invited]
Yoshio Yamada
The 12th AIMS Conference in Dynamical Systems, Differential Equations and Applications   8 Jul 2018   
On free boundary problems appearing in mathematical ecology [Invited]
Yoshio Yamada
Let's enjoy mathematical sciences   30 Sep 2017   
Asymptotic behavior of solutons of free boundary problems for reaction-diffusion equations [Invited]
Yoshio Yamada
The 149th Kagurazaka Analysis Seminar   24 Jun 2017   

Research Grants & Projects

 
Variational study of nonlinear elliptic problems
Project Year: Apr 2013 - Mar 2017
Study on reaction-diffusion equations and related free boundary problems
Project Year: Apr 2012 - Mar 2015
This research is concerned with a free boundary problem for reaction-diffusion equations in mathematical ecology. This problem models the invasion or migration of a certain biological species. Our main interest is to study the evolution of the p...
Synthetic study of nonlinear evolution equation and its related topics
Project Year: Apr 2009 - Mar 2013
Various types of nonlinear PDEs (nonlinear elliptic equations, nonlinear diffusion equations, nonlinear wave equations, nonlinear Schrodinger equations) arising in physics and engineering were synthetically studied from the viewpoint of the theory...
Analysis for nonlinear critical phenomena described by mean field equations
Project Year: Apr 2008 - Mar 2013
Several common mathematical structures are found in the models describing the motion of mean field of many particles, point vortices, and so on. In this project we focused on a series of nonlinear partial differential equations provides with scali...
Project Year: 2008 - 2011
We study nonlinear problems via variational approaches. Especially (1) we study singular perturbation problems for nonlinear Schrodinger equations and systems. We introduce a new purely variational method which enables us to construct concentratin...