1990年8月生，理學博士，講師，碩士生導師。
基本介紹
主要研究方向,教育背景,工作經歷,科研項目,學術論文,
主要研究方向
泛函微分方程、時滯差分方程、生物數學。
教育背景
2020年3月於日本島根大學綜合理工學研究科獲得理學博士學位。
工作經歷
2020年7月—至今：東北林業大學理學院數學系。
科研項目
主持東北林業大學中央高校B類項目，東北林業大學引進人才科研啟動經費，參與黑龍江省自然科學基金項目。
學術論文
1. Yan Yan, Jitsuro Sugie, Existence regions of positive periodic solutions for a discrete hematopoiesis model with unimodal production functions, Applied Mathematical Modelling, (2019) 68: 152–168；
2. Yan Yan, Jitsuro Sugie, Global attractivity of a unique positive periodic solution for a first-order nonlinear difference equation with time delays, Journal of Difference Equations And Applications, (2020) 26: 855–870；
3. Yan Yan, Jitsuro Sugie, Global asymptotic stability of a unique positive periodic solution for a discrete hematopoiesis model with unimodal production functions, Monatshefte für Mathematik, (2020) 191: 325–348；
4. Jitsuro Sugie, Yan Yan, Existence of multiple positive periodic solutions for discrete hematopoiesis models with a unimodal production function, Communications in Nonlinear Science and Numerical Simulation, (2020) 89: 105273；
5. Jitsuro Sugie, Yan Yan, Mingzhu Qu, Effect of decimation on positive periodic solutions of discrete generalized Nicholson’s blowflies models with multiple time-varying delays, Communications in Nonlinear Science and Numerical Simulation, (2021) 97: 105731；
6. Yidi Zhao, Shaowen Liu, Yuqi Cao, Qing Ma, Yan Yan, Multiplicity of positive periodic solutions for a Nicholson-type blowflies model with nonlinear decimation terms, Advances in Differential Equations and Control Processes, (2022) 28: 37-53；
7. Yan Yan, Hanqi Zhu, Number of positive periodic solutions for feedback-driven nonlinear differential equation: application to hematopoietic process, Monatshefte für Mathematik, 2023；
8. Yan Yan, Positive periodic solutions for discrete time delay hematopoiesis model with impulses, Open Mathematics, 2023；
9. Yan Yan, Multiplicity of positive periodic solutions for a discrete impulsive blood cell production model, AIMS Mathematics, 2023；
