Wei-Ming Ni
Affiliations: | University of Minnesota, Twin Cities, Minneapolis, MN |
Area:
MathematicsGoogle:
"Wei-Ming Ni"Children
Sign in to add traineeYuan Lou | grad student | ||
Salome M. Martinez | grad student | 2000 | UMN |
Seong-A Shim | grad student | 2001 | UMN |
Tuoc V. Phan | grad student | 2007 | UMN |
Linlin Su | grad student | 2010 | UMN |
King-Yeung Lam | grad student | 2011 | UMN |
Xiaoqing He | grad student | 2013 | UMN |
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Publications
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He X, Ni WM, Wang H. (2023) Dynamics of consumer-resource reaction-diffusion models: single and multiple consumer species. Journal of Mathematical Biology. 87: 39 |
Zhang B, Lam KY, Ni WM, et al. (2021) Directed movement changes coexistence outcomes in heterogeneous environments. Ecology Letters |
Guo Q, He X, Ni WM. (2020) On the effects of carrying capacity and intrinsic growth rate on single and multiple species in spatially heterogeneous environments. Journal of Mathematical Biology |
He X, Lam KY, Lou Y, et al. (2019) Dynamics of a consumer-resource reaction-diffusion model : Homogeneous versus heterogeneous environments. Journal of Mathematical Biology |
He X, Ni WM. (2016) Global Dynamics of the Lotka-Volterra Competition-Diffusion System: Diffusion and Spatial Heterogeneity I Communications On Pure and Applied Mathematics. 69: 981-1014 |
Zhang B, Liu X, DeAngelis DL, et al. (2015) Effects of dispersal on total biomass in a patchy, heterogeneous system: Analysis and experiment. Mathematical Biosciences. 264: 54-62 |
Lam K, Ni W. (2014) Advection-mediated competition in general environments Journal of Differential Equations. 257: 3466-3500 |
Lam K, Ni W. (2012) Uniqueness and Complete Dynamics in Heterogeneous Competition-Diffusion Systems Siam Journal On Applied Mathematics. 72: 1695-1712 |
Nakashima K, Ni W, Su L. (2010) An indefinite nonlinear diffusion problem in population gentics,I: Existence and limiting profiles Discrete and Continuous Dynamical Systems. 27: 617-641 |
Martínez S, Ni W. (2006) Periodic solutions for a 3x 3 competitive system with cross-diffusion Discrete and Continuous Dynamical Systems. 15: 725-746 |