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Bulletin of Mathematical Biology|January 17, 2014
Evolutionarily stable and convergent stable strategies in reaction-diffusion models for conditional dispersalKing-Yeung Lam, Yuan LouJournal of Mathematical Biology|February 16, 2013
Evolution of conditional dispersal: evolutionarily stable strategies in spatial modelsKing-Yeung Lam, Yuan LouJournal of Biological Dynamics|October 22, 2014
Evolution of dispersal in closed advective environmentsKing-Yeung Lam, Yuan Lou, Frithjof LutscherBulletin of Mathematical Biology|October 7, 2020
Are Two-Patch Models Sufficient? The Evolution of Dispersal and Topology of River Network ModulesHongyan Jiang, King-Yeung Lam, Yuan LouBulletin of Mathematical Biology|September 15, 2021
Three-patch Models for the Evolution of Dispersal in Advective Environments: Varying Drift and Network TopologyHongyan Jiang, King-Yeung Lam, Yuan LouBulletin of Mathematical Biology|March 31, 2017
Dimorphism by Singularity Theory in a Model for River EcologyMartin Golubitsky, Wenrui Hao, King-Yeung Lam, et al.Journal of Mathematical Biology|January 4, 2019
Dynamics of a consumer-resource reaction-diffusion model : Homogeneous versus heterogeneous environmentsXiaoqing He, King-Yeung Lam, Yuan Lou, et al.Journal of Mathematical Biology|June 29, 2021
Analysis of a mathematical model of immune response to fungal infectionAvner Friedman, King-Yeung LamJournal of Mathematical Biology|March 7, 2020
Analysis of a mathematical model of rheumatoid arthritisAvner Friedman, King-Yeung LamJournal of Mathematical Biology|April 10, 2023
Front propagation in the shadow wave-pinning modelDaniel Gomez, King-Yeung Lam, Yoichiro MoriPageof 11