Research Fields:

Applied Differential Equations

Education Background:

2012.08--2018.07  PhD,  Zhengzhou University  Applied Mathematics

2008.08--2012.07  Bachelor,  Zhengzhou University  Mathematics and Applied Mathematics

Teaching Courses:

Probability and Mathematical Statistics; Linear Algebra and Space Analytic Geometry.

Representative publications:

[1] Jingli Ren, Xueping Li, Periodic perturbation of a cusp bifurcation (in Chinese). Sci Sin Math, 2020, 50: 269-286, doi: 10.1360/SCM-2018-0520.

[2] Xueping Li; Jingli Ren; Sue Ann Campbell; Gail S K Wolkowicz; Huaiping Zhu, How seasonal forcing influences the complexity of a predator-prey system, Discrete and Continuous Dynamical Systems Series B, 2018.3, 23(2): 785-807.

[3] Jingli Ren; Xueping Li, Bifurcations in a Seasonally Forced Predator-Prey Model with Generalized Holling Type IV Functional Response, International Journal of Bifurcation and Chaos, 2016.12, 26(12): 1650203:1-19.

Funding：

Bifurcations of Periodically Perturbed Systems, National Natural Science Foundation of China (No.11901541), ￥230,000.