机译:治疗和接种疫苗的流行病模型中的后向分叉和全局稳定性
College of Mathematics and System Sciences, Xinjiang University Urumqi 830046, China,Department of Mathematics, Yuncheng University Yuncheng 044000, China;
College of Mathematics and System Sciences, Xinjiang University Urumqi 830046, China;
Department of Medical Engineering and Technology Xinjiang Medical University Urumqi 830011, China;
Department of Mathematics, Yuncheng University Yuncheng 044000, China;
SVEIR epidemic model; global stability; backward bifurcation; com-pound matrices;
机译:具有后向分歧的带有疫苗接种的流行病模型的整体结果
机译:具有分叉的SIS传染病模型的全局稳定性和周期性
机译:在带有疫苗接种和治疗的流行病模型中允许向后分叉的感染力(会议论文)
机译:具有疫苗接种和饱和恢复率的流行病模型的稳定性和分支
机译:陀螺仪机械系统中的随机稳定性和全局分叉。
机译:具有疫苗接种和重要动力的离散时间流行模型中的稳定性和分叉
机译:具有后向分叉的SIS流行病模型的全局稳定性和周期性