Hopf and Bautin Bifurcations in a 3d Model for Pest Leafhopper with Stage Structure and Generalist Predatory Mite
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Elsevier BV
Reference5 articles.
1. The nilpotent bifurcations in a model for generalist predatory mite and pest leafhopper with stage structure;P Yuan;J. Differential Equations,2022
2. Dynamics complexity of generalist predatory mite and the leafhopper pest in tea plantations;P Yuan;J. Dynam. Differential
3. Numerical continuation of bifurcations of limit cycles in MATLAB;W Govaerts;SIAM J. Sci. Comput,2005
4. Elements of Applied Bifurcation Theory
5. Figure 9: Bifurcation diagram in (?, E 2 )-plane with r 1 = 62.27545, r 2 = 1.6, ? 1 = 24;L Perko;Differential equations and dynamical systems,1991
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