| Abstract: |
| In this talk, we first assume that a defined energy landscape becomes the resource constraint in ecological community, then give three-dimensional Lotka-Volttera models within a defined energy landscape, and study bifurcations for a class of the three-dimensional Lotka-Volttera models as an example, discover the existence of strange bifurcations by using a conserved quantity as a bifurcation parameter, which reveals how resource constraints influence the coexistence of the species and their long-term dynamics. |
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