节点文献
害虫-天敌种群广义系统模型的建立与几何分析
Establishment and Geometric Analysis of a Singular System Model for Pest-natural Enemy Populations
【摘要】 基于种群变化的不同时间尺度,建立害虫-天敌种群的广义系统模型;再利用广义系统理论对模型进行几何分析;最后,结合突变理论,揭示了害虫种群暴发的生态学机制.该研究为害虫种群管理的模型建立提供了新思路.
【Abstract】 Based on the different time scales of population change, a singular system model for pest-natural enemy populations is established.Using the singular system theory, the geometric analysis of the model is carried out.Combining with catastrophe theory, the ecological mechanism of the outbreak of pest populations is revealed.The paper may provide a new idea for the establishment of pest populations management.
【关键词】 害虫种群;
广义系统;
突变理论;
几何分析;
【Key words】 Pest populations; Singular system; Catastrophe theory; Geometric analysis;
【Key words】 Pest populations; Singular system; Catastrophe theory; Geometric analysis;
【基金】 辽宁省博士启动基金(2021-BS-299);辽宁省教育厅项目(LJKQZ2021179)
- 【文献出处】 鞍山师范学院学报 ,Journal of Anshan Normal University , 编辑部邮箱 ,2023年06期
- 【分类号】O175;S433
- 【下载频次】11