摘要
利用Mawhin连续定理的重合度理论和微分不等式技巧,获得竞争-竞争-互助Lotka-Volterra系统至少存在8个正概周期震荡的充分条件.
By applying the coincidence degree theory of Mawhin's continuation theorem and differential inequality skills, the sufficient condition for the existence of at least eight positive almost periodic oscillations was established for a competition-competition-mutualism Lotka-Volterra system with harvesting terms.
作者
李周红
LI Zhouhong(Department of Mathematics,Yuxi Normal University,Yuxi,Yunnan 653100,China)
出处
《玉溪师范学院学报》
2018年第8期1-12,共12页
Journal of Yuxi Normal University
基金
云南省自然科学基金"时间尺度上种群生态系统周期解和概周期解研究"
项目编号:2014FD049