EI Shin-Ichiroresearchmap個人ページ

Last Updated : 2018/05/03

Basic Information

Profile

Affiliation
Faculty of Science Mathematics Mathematics
Research Institute for Electronic Science Research Center of Mathematics for Social Creativity
Job TitleProfessor 
Degree
(BLANK)
(BLANK)
E-mail
URL
Research funding number

Research Keywords

Large Area Analysis

Research Areas

Mathematics / Basic analysis
Mathematics / General mathematics (including Probability theory/Statistical mathematics)
Mathematics / Global analysis
Display all
Research Areasclose
Mathematics / Basic analysis
Mathematics / General mathematics (including Probability theory/Statistical mathematics)
Mathematics / Global analysis

Academic Background

-
1987
Hiroshima University
-
1982
Kyoto University
Display all
Academic Backgroundclose
-
1987
Hiroshima University
-
1982
Kyoto University

Academic Societies

THE JAPANESE SOCIETY FOR MATHEATICAL BIOLOGY
Display all
Academic Societiesclose
THE JAPANESE SOCIETY FOR MATHEATICAL BIOLOGY

Research Activities

Papers

ANNIHILATION OF TWO INTERFACES IN A HYBRID SYSTEM
Shin-Ichiro Ei, Kei Nishi, Yasumasa Nishiura and Takashi Teramoto
DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS 8(5) 857-869 2015
REDUCED MODEL FROM A REACTION-DIFFUSION SYSTEM OF COLLECTIVE MOTION OF CAMPHOR BOATS
S.-I. Ei, K. Ikeda, M. Nagayama and A. Tomoeda
DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS 8(5) 847-856 2015
Instability of multi-spot patterns in shadow systems of reaction-diffusion equations
Yanagida, Eiji; Ikeda, Kota; Ei, Shin-Ichiro
Commun. Pure Appl. Anal. 14(2) 717-736 2015
APPLICATION OF A CENTER MANIFOLD THEORY TO A REACTION-DIFFUSION SYSTEM OF COLLECTIVE MOTION OF CAMPHOR DISKS AND BOATS
S.-I. Ei, K. Ikeda, M. Nagayama and A. Tomoeda
MATHEMATICA BOHEMICA 139(2) 363-371 2014
Effect of boundary conditions on the dynamics of a pulse solution for reaction-diffusion systems.
Shin-ichiro Ei,Toshio Ishimoto
NHM 8(1) 191-209 2013
Turing Patterns and Wavefronts for Reaction-Diffusion Systems in an Infinite Channel.
Chao-Nien Chen,Shin-ichiro Ei,Ya-Ping Lin
SIAM Journal of Applied Mathematics 70(7/8) 2822-2843 2010
Self-motion of camphor discs. model and analysis.
Xinfu Chen,Shin-ichiro Ei,Masayasu Mimura
NHM 4(1) 1-18 2009
The Dynamics of Weakly Interacting Fronts in an Adsorbate-Induced Phase Transition Model.
Shin-ichiro Ei,Tohru Tsujikawa
Kybernetika 45(4) 625-633 2009
'Initial state' coordinations reproduce the instant flexibility for human walking.
Ohgane A, Ohgane K, Ei S, Mahara H, Ohtsuki T
Biological cybernetics 93(6) 426-435 2005/12
Emergence of adaptability to time delay in bipedal locomotion.
Ohgane K, Ei S, Kazutoshi K, Ohtsuki T
Biological cybernetics 90(2) 125-132 2004/02
Display all
Papersclose
ANNIHILATION OF TWO INTERFACES IN A HYBRID SYSTEM
Shin-Ichiro Ei, Kei Nishi, Yasumasa Nishiura and Takashi Teramoto
DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS 8(5) 857-869 2015
REDUCED MODEL FROM A REACTION-DIFFUSION SYSTEM OF COLLECTIVE MOTION OF CAMPHOR BOATS
S.-I. Ei, K. Ikeda, M. Nagayama and A. Tomoeda
DISCRETE AND CONTINUOUS DYNAMICAL SYSTEMS 8(5) 847-856 2015
Instability of multi-spot patterns in shadow systems of reaction-diffusion equations
Yanagida, Eiji; Ikeda, Kota; Ei, Shin-Ichiro
Commun. Pure Appl. Anal. 14(2) 717-736 2015
APPLICATION OF A CENTER MANIFOLD THEORY TO A REACTION-DIFFUSION SYSTEM OF COLLECTIVE MOTION OF CAMPHOR DISKS AND BOATS
S.-I. Ei, K. Ikeda, M. Nagayama and A. Tomoeda
MATHEMATICA BOHEMICA 139(2) 363-371 2014
Effect of boundary conditions on the dynamics of a pulse solution for reaction-diffusion systems.
Shin-ichiro Ei,Toshio Ishimoto
NHM 8(1) 191-209 2013
Turing Patterns and Wavefronts for Reaction-Diffusion Systems in an Infinite Channel.
Chao-Nien Chen,Shin-ichiro Ei,Ya-Ping Lin
SIAM Journal of Applied Mathematics 70(7/8) 2822-2843 2010
Self-motion of camphor discs. model and analysis.
Xinfu Chen,Shin-ichiro Ei,Masayasu Mimura
NHM 4(1) 1-18 2009
The Dynamics of Weakly Interacting Fronts in an Adsorbate-Induced Phase Transition Model.
Shin-ichiro Ei,Tohru Tsujikawa
Kybernetika 45(4) 625-633 2009
'Initial state' coordinations reproduce the instant flexibility for human walking.
Ohgane A, Ohgane K, Ei S, Mahara H, Ohtsuki T
Biological cybernetics 93(6) 426-435 2005/12
Emergence of adaptability to time delay in bipedal locomotion.
Ohgane K, Ei S, Kazutoshi K, Ohtsuki T
Biological cybernetics 90(2) 125-132 2004/02

Research Projects (Competitive Research Funds)

Interfacial equations near a bifurcation point and the applications
Ministry of Education, Culture, Sports, Science and Technology : Grants-in-Aid for Scientific Research(挑戦的萌芽研究)
Date (from‐to) : 2009-2011 Author : Shin-ichiro EI
Dynamics of patterns and their interactions for nonlinear evolutional equations
Ministry of Education, Culture, Sports, Science and Technology : Grants-in-Aid for Scientific Research(基盤研究(C))
Date (from‐to) : 2004-2007 Author : Shin-ichiro EI
Dynamics of localized patterns in nonlinear evolutional systems
Ministry of Education, Culture, Sports, Science and Technology : Grants-in-Aid for Scientific Research(基盤研究(C))
Date (from‐to) : 2000-2003 Author : Shin-ishiro EI
Nonlinear Partial Diflerential Equations
Display all
Research Projects (Competitive Research Funds)close
Interfacial equations near a bifurcation point and the applications
Ministry of Education, Culture, Sports, Science and Technology : Grants-in-Aid for Scientific Research(挑戦的萌芽研究)
Date (from‐to) : 2009-2011 Author : Shin-ichiro EI
Dynamics of patterns and their interactions for nonlinear evolutional equations
Ministry of Education, Culture, Sports, Science and Technology : Grants-in-Aid for Scientific Research(基盤研究(C))
Date (from‐to) : 2004-2007 Author : Shin-ichiro EI
Dynamics of localized patterns in nonlinear evolutional systems
Ministry of Education, Culture, Sports, Science and Technology : Grants-in-Aid for Scientific Research(基盤研究(C))
Date (from‐to) : 2000-2003 Author : Shin-ishiro EI
Nonlinear Partial Diflerential Equations

Educational Activities

Classes

Basic Mathematics D
Year : 2015
Basic Mathematics D
Year : 2015
Calculus I
Year : 2015
Calculus II
Year : 2015
Display all the latest year
Classesclose
Basic Mathematics D
Year : 2015
Basic Mathematics D
Year : 2015
Calculus I
Year : 2015
Calculus II
Year : 2015
Display all the previous year
Classesclose
Introductory Linear Algebra
Year : 2014
Calculus I
Year : 2014
Calculus II
Year : 2014
The World of Science and Technology
Year : 2014
Linear Algebra I
Year : 2014

Top

  • HOME
  • Previous Page