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In the last Chap. we remark that the idea of the Semenov approximation can be applied to the study of static bifurcation theory for a class of mixed type boundary value problems for diffusive logistic equations with indefinite weights, which model population dynamics in environments with spatial heterogeneity (see Table 18.1).

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Concluding Remarks

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  • 发表日期：

    2025年

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  • Kazuaki Taira

摘要

In the last Chap. we remark that the idea of the Semenov approximation can be applied to the study of static bifurcation theory for a class of mixed type boundary value problems for diffusive logistic equations with indefinite weights, which model population dynamics in environments with spatial heterogeneity (see Table 18.1).