HE Zerong - 何泽荣

Author：Date：2020-07-07Views：300

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Personalinformation

Name:Ze-RongHe

Office: Room300-1,6th BuildingSouth-Middle,Hangzhou Dianzi Universityat Xiasha,Hangzhou. 

Currentoccupation: School of Sciences,Hangzhou Dianzi University

Telephone: (86)-571-86915159

E-Mail: zrhe@hdu.edu.cn


EDUCATION

Sep.1980-July1984, B.S. inScience, Department of Mathematics, SichuanNormal University,P. R. China

Sep.1987-June 1990, Master in Science, Departmentof Mathematics,Xi’anJiaotongUniversity, P. R. China

Sep.2000-Dec.2003,Ph. D in Science, Department of Mathematics,Xi’anJiaotongUniversity, P. R. China


ProfessionalWorking Experience

1984-2000,Lecturer / AssociateProfessor, Departmentof Mathematics, Chongqing Three Gorges College, P. R. China

2001-2004,Associate Professor, School of Sciences,Hangzhou Dianzi University, Hangzhou, P. R. China

2005-present,Professor, School of Sciences, Hangzhou Dianzi University, Hangzhou, P. R. China


RESEARCHINTEREST

Myresearch interests include MathematicalModelling, Analysis and Control for biological populations, among theproblems concerned are well-posedness, long-term behaviors, stabilityof steady states, numerical methods, controllability and optimalcontrol (e.g. optimal harvesting, optimal birth control, optimalboundary control).Agreat deal of efforts has been paid onto the structured populationdynamics.



SelectedPublications

  1. Ze-RongHe. Optimal birth control of age-dependent competitive species. J.Math. Anal. Appl., 296(2004): 286-301.

  2. Ze-RongHe. Optimal birth control of age-dependent competitive species. II.Free horizon problems. J. Math. Anal. Appl., 305(2005): 11-28.

  3. Ze-RongHe, Ji-Shu Cheng, Chun-Guo Zhang. Optimal birth control ofage-dependent competitive species. III. Overtaking problem. J. Math.Anal. Appl., 337(2008): 21-35.

  4. Z.He, M. Wang, Z. Ma. Optimal birth control problems for nonlinearage-structured population dynamics. Discrete and ContinuousDynamical Systems (Series B), 4(2004): 589-594.

  5. Ze-RongHe. Optimal harvesting of two competing species with age dependence.Nonlinear Analysis: RWA, 7(2006): 769-788.

  6. Ze-RongHe, Shi-Huang Hong, Chun-Guo Zhang. Double control problems ofage-distributed population dynamics. Nonlinear Analysis: RWA,10(2009): 3112-3121.

  7. Ze-RongHe, Yan Liu. An optimal birth control problem for a dynamicalpopulation model with size-structure. Nonlinear Analysis: RWA,13(2012): 1369-1378.

  8. Ze-RongHe, Rong Liu. Theory of optimal harvesting for a nonlinearsize-structured population in periodic environments. InternationalJournal of Biomathematics, 7(2014), 1450046.

  9. ZerongHe, Dongdong Ni, Yan Liu. Theory and approximation of solutions to aharvested hierarchical age-structured population model. Journal ofApplied Analysis and Computation, 8(2018): 1326-1341.

  10. Ze-RongHe, Nan Zhou. Controllability and stabilization of a hierarchicalage-structured competing system. Electronic Journal of DifferentialEquations, 2020(58)(2020): 1-16.



SUPPORTINGFUNDING

  1. Evolutionbehaviors and control problems of hierarchical population systems.No. 11871185,years:2019-2022.National NaturalScienceFoundation ofChina , P. R. China.

  2. Mathematicalmodelling and research for population control problems in theperspective of body size. No. 11271104, years: 2013-2016. NationalNatural ScienceFoundation ofChina , P. R. China.

  3. Modellingand Research for control problems in age-distributed multi-species.No. 10771048, years: 2008-2010. NationalNatural ScienceFoundation ofChina , P. R. China.