Jump to contents

Researcher Information

last modified:2021/09/19

Professor Nobuyuki Kato

Faculty, Affiliation

Faculty of Electrical, Information and Communication Engineering,Institute of Science and Engineering
Professor

College and School Educational Field

Division of Electrical Engineering and Computer Science, Graduate School of Natural Science and Technology
Division of Electrical Engineering and Computer Science, Graduate School of Natural Science and Technology
Course in Information and Communication Engineering, School of Electrical, Information and Communication Engineering, College of Science and Engineering

Laboratory

Academic Background

Career

Year & Month of Birth

Academic Society

Mathematical Society of Japan

Award

Specialities

Basic analysis

Speciality Keywords

population dynamics,Evolution Equations

Research Themes

Books

Papers

  •  Optimal harvesting for linear size-structured population models with diffusion Nobuyuki Kato Journal of Nonlinear and Convex Analysis 18 7 1335-1348 2017
  •  Optimal control of investments in old and new capital under improving technology N. Hritonenko, N. Kato, Yu. Yatsenko J. Optim. Theory Appl. 172 1 247-266 2017/01/17
  •  Abstract linear partial differential equations related to size-structured population models with diffusion Nobuyuki Kato J. Math. Anal. Appl. 436 890-910 2016
  •  Linear size-structured population models with spacial diffusion and optimal harvesting problems Nobuyuki Kato Math. Model. Nat. Phenom 9 4 122-130 2014

Conference Presentations

  • Linearized stability for abstract age-structured population equations with delay in Banach spaces(conference:The 6th Asian Conference on Nao-Asia 2018)(2018/11/08)
  • Optimal harvesting for size-structured population models with spatial diffusion(conference:Equadiff 2017)(2017/07/24)
  • PDE's in Banach lattices and optimal harvesting problems for size-structured population models(conference:Mathematics Seminars)(2016/08/17)
  • Partial differential equations in Banach lattices related to size-structured population models(conference:Equadiff2015)(2015/07/06)
  • Size-structured population models with diffusion(conference:AIMS2014)(2014/07/07)

show all

  • Linearized stability for abstract size-structured population equations with delay(conference:Equadiff 2019)(2019/07/08)

Others

Arts and Fieldwork

Patent

Theme to the desired joint research

Grant-in-Aid for Scientific Research

Competitive research funding,Contribution

Collaborative research,Consignment study

Classes (Bachelors)

○Theory of Fourier Analysis and Exercise(2017)
○Mathematical Thinking(2017)
○Mathematical Thinking(2017)
○Differential and Integral Calculus 2(2017)
○Differential and Integral Calculus 2(2017)
○Theory of Differential Equations and Exercise(2017)
○Theory of Fourier Analysis and Exercise(2017)
○Theory of Fourier Analysis and Exercise(2017)
○Theory of Fourier Analysis and Exercise(2017)
○Theory of Fourier Analysis and Exercise(2016)
○Theory of Fourier Analysis and Exercise(2016)
○Theory of Fourier Analysis and Exercise(2016)
○Theory of Differential Equations and Exercise(2016)
○Differential and Integral Calculus 2(2016)
○Differential and Integral Calculus 2(2016)
○Mathematical Thinking(2016)

Classes (Graduate Schools)

○Topics in Mathematical Analysis(2017)
○Introduction to evolution equations(2017)
○Introduction to evolution equations(2017)
○Introduction to evolution equations(2017)
○Introduction to evolution equations(2017)
○Introduction to evolution equations(2016)
○Topics in Mathematical Analysis(2016)

International Project

International Students

Lecture themes

Others (Social Activities)

To Page Top