EI Shin-Ichiro | Institute of Mathematics for Industry, Kyusyu university
スポンサーリンク
概要
関連著者
-
栄 伸一郎
横浜市大理
-
栄 伸一郎
九州大学大学院数理学研究院
-
栄 伸一郎
横浜市立大学総合理学研究科
-
栄 伸一郎
九大院数理
-
栄 信一郎
横浜市立大学
-
Ei Shin-ichiro
九州大学数理科学研究院
-
Ei Shin-ichiro
Graduate School Of Integrated Science Yokohama City University
-
Ei Shin-ichiro
Institute Of Mathematics For Industry Kyushu University
-
EI Shin-Ichiro
Institute of Mathematics for Industry, Kyusyu university
-
EI Shin-ichiro
Graduate School of Mathematics, Kyushu University
-
栄 伸一郎
九州大学数理学研究院
-
Ei Shin-ichiro
Graduate School Of Integ. Sci. Yokohama City University
-
UEDA Kei-ichi
Laboratory of Nonlinear Studies and Computations, Research Institute for Electronic Science, Hokkaido University
-
NISHIURA Yasumasa
Laboratory of Nonlinear Studies and Computations, Research Institute for Electronic Science, Hokkaido University
-
池田 榮雄
富山大学理工学研究部
-
辻川 亨
宮崎大学工学部
-
EI Shin-ichiro
Graduate School of Integrated Science, Yokohama City University
-
NISHIURA Yasumasa
Laboratory of Nonlinear Studies and Computations, Research Institute for Electronic Science, Hokkaid
-
UEDA Kei-ichi
Laboratory of Nonlinear Studies and Computations, Research Institute for Electronic Science, Hokkaid
-
IKEDA Hideo
Department of Molecular Biology, Institute of Medical Science, The University of Tokyo, Tokyo Japan
-
Ikeda Hideo
Department Of Applied Physics Osaka University
-
Ei Shin-ichiro
Graduate School Of Mathematics Kyushu University
-
Ei Shin-ichiro
Faculty Of Mathematics Kyushu University
-
Mimura M.
Hiroshima University
-
KAWANA Takeyuki
Graduate School of Integrated Science Yokohama City University
-
WEI Juncheng
Department of Mathematics, Chinese University of Hong Kong
-
Ohgane Akane
Department Of Life Sciences University Of Tokyo
-
Wei Juncheng
Department Of Mathematics Chinese University Of Hong Kong
-
OHGANE Kunishige
産業技術総合研究所
-
OHGANE Akane
東京大学総合文化研究科
-
MAHARA Hitoshi
産業技術総合研究所
-
OHGANE Kunishige
National Institute of Advanced Industrial Science and Technology
-
Nishiura Yasumasa
Laboratory Of Nonlinear Studies And Computation Research Institute For Electronic Science Hokkaido U
-
Ohgane Kunishige
National Center For Geriatrics And Gerontology
-
Mimura Masayasu
Meiji Institute For Advanced Study Of Mathematical Sciences Meiji University
-
Ikeda Hideo
Department Of Mathematics University Of Toyama
-
IZUHARA Hirofumi
Organisation for the Strategic Coordination of Research and Intellectual Property, Meiji University
著作論文
- 双安定非一様拡散場におけるフロントダイナミクス (第4回生物数学の理論とその応用)
- Pulse dynamics for reaction-diffusion systems in the neighborhood of codimension two singularity
- 2^n-Splitting or Edge-Splitting? : A Manner of Splitting in Dissipative Systems
- 特異点近傍におけるパルス解の挙動について (非線形現象の解析 : 実験と数理解析)
- Dynamics of pulse-like localized solutions in reaction-diffusion systems (International Conference on Reaction-Diffusion Systems : Theory and Applications)
- パルス状局在パターンのダイナミクスについて
- Dynamics of Front Solutions in a Specific Reaction-Diffusion System in One Dimension
- Interactive dynamics of two interfaces in a reaction diffusion system (Nonlinear Evolution Equations and Mathematical Modeling)
- 自己複製ダイナミクスの数理 (散逸系の数理 : パターンを表現する漸近解の構成)
- 反応拡散系におけるパターンダイナミクス (第4回生物数学の理論とその応用)
- 25aVII-1 周期解の位相ダイナミクスの導出法とその応用(日本数学会応用数学分科会・日本物理学会領域11 協同企画シンポジウム 結合振動子系の数理-力学系としての構造解明と応用を目指して-,領域11,統計力学,物性基礎論,応用数学,力学,流体物理)
- Dynamics of Turing patterns in cylindrical domains on 2D (Mathematical Analysis in Fluid and Gas Dynamics)
- 周期解の取り扱いに関する一考察
- 2次元帯状領域におけるパターンの運動 (反応拡散系におけるパターン形成と漸近的幾何構造の研究)
- Dynamics of Metastable Localized Patterns and Its Application to the Interaction of Spike Solutions for the Gierer-Meinhardt Systems in Two Spatial Dimensions
- 身体化のメカニズム
- Reinitialization in bipedal locomotor control (Workshops on "Pattern Formation Problems in Dissipative Systems" and "Mathematical Modeling and Analysis for Nonlinear Phenomena")
- Dynamics of pulses on a thin strip-like domain in $\bm{R}^2$ : Dedication to Prof. Nishiura on his sixtieth birthday (Far-From-Equilibrium Dynamics)
- Infinite dimensional relaxation oscillation in reaction-diffusion systems (Mathematical and numerical analysis for interface motion arising in nonlinear phenomena)
- The functional roles of time delay on flexible phase-locking in Bipedal locomotion