Researcher Information - NAKATA Yukihiko |

（Last updated : 2025-03-06 15:53:50）

NAKATA Yukihiko

Department / Course

Aoyama Gakuin University College of Science and Engineering Department of Mathematical Sciences

Job Associate Professor

Specialization and related fields
Mathematical analysis, Basic mathematics keyword(Differential equations, Delay differential equations, Dynamical systems, Mathematical biology, Mathematical modelling)

Academic background
1.	Faculty of Science and Engineering Waseda University Graduated
2.	Waseda University
3.	Master Graduate School, Division of Science and Engineering Waseda University Finished
4.	Waseda University
5.	Doctorial Waseda University Finished
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Business career
1.	2010/06 ～ 2012/05	Basque Center for Applied Methematics
2.	2012/06 ～ 2014/03	University of Szeged, Bolyai Institute
3.	2020/04/01 ～ 2021/03/31	Associate Professor Aoyama Gakuin University College of Science and Engineering Department of Physics and Mathematics
4.	2021/04/01 ～	Associate Professor Aoyama Gakuin University College of Science and Engineering Department of Mathematical Sciences

Book and thesis
1.	Papers	A note on blow-up solutions for a scalar differential equation with a discrete delay Japan Journal of Industrial and Applied Mathematics 39 (3),pp.959-971 (Co-authored) 2022
2.	Papers	Correction to: A note on blow-up solutions for a scalar differential equation with a discrete delay Japan Journal of Industrial and Applied Mathematics 39 (3),pp.1109-1109 (Co-authored) 2022
3.	Papers	Estimating the comprehensive overview of Oncorhynchus masou virus disease outbreak in Rainbow trout using mortality data: Coupling data on experimental infection and field observation by mathematical modeling Aquaculture 554,pp.738165 (Co-authored) 2022
4.	Papers	Delay-induced blow-up in a planar oscillation model Japan Journal of Industrial and Applied Mathematics 38 (3),pp.1037-1061 (Co-authored) 2021
5.	Papers	Note on the uniqueness of an endemic equilibrium of an epidemic model with boosting of immunity Journal of Biological Systems 29 (02),pp.291-302 (Co-authored) 2021
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Lecturer and lecture
1.	2016/09/08	Delay equations for epidemic models

Academic conference presentation
1.	2024/06	Blow-up to $\infty$ or convergence to $0$ for a delay differential equation (Equadiff 2024)
2.	2023/08	An epidemic model for reinfection dynamics with heterogeneous susceptibility (ICIAM 2023 (10th International Congress on Industrial and Applied Mathematics), Mathematics of Epidemics: modelling, data analysis, and control)
3.	2023/08	An epidemic model for reinfection dynamics with heterogeneous susceptibility (The 4th International Conference on Dynamics of Differential Equations, in Memory of Jack K. Hale, Fields Institute)
4.	2023/06	Extinction of mosquito population with sterile mosquito release (The 8th CIJK Conference Mathematical analysis of population dynamics, Sono Belle Jeju)
5.	2023/06	Period-two solutions for a class of distributed delay differential equations (12th Colloquium on the Qualitative Theory of Differential Equations)
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