霍普夫分叉
数学
捕食
极限(数学)
捕食者
分叉理论的生物学应用
余维数
分叉
博格达诺夫-塔肯分岔
理论(学习稳定性)
干草叉分叉
鞍结分岔
跨临界分岔
应用数学
数学分析
非线性系统
物理
生态学
生物
计算机科学
量子力学
机器学习
摘要
A predator–prey system, depending on several parameters, which also allows for a satiation effect of the predator, is investigated for stability of equilibria, Hopf bifurcation, global existence of limit cycles, global attrractivity of equilibria, and codimension two bifurcations. Throughout, the main interest is in results yielding explicit dependence on the parameters involved.
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