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机译:病毒感染模型与时滞的双稳态分析
Marchuk Institute of Numerical Mathematics Russian Academy of Sciences Moscow 119333 Russian Federation Keldysh Institute of Applied Mathematics Russian Academy of Sciences Moscow 125047 Russia;
Keldysh Institute of Applied Mathematics Russian Academy of Sciences Moscow 125047 Russia;
Marchuk Institute of Numerical Mathematics Russian Academy of Sciences Moscow 119333 Russian Federation Keldysh Institute of Applied Mathematics Russian Academy of Sciences Moscow 125047 Russia;
Marchuk Institute of Numerical Mathematics Russian Academy of Sciences Moscow 119333 Russian Federation;
Delay differential equations; virus infection models; treatment strate- gies; steady states; bistability; tracing along parameters; time integration; refining; sewing; non- linear eigenvalue problem; method of successive linear problems;
机译:对病毒感染的抗体时滞系统的最佳干扰
机译:具有体液免疫反应和两次时延的病毒感染模型的稳定性分析
机译:带有脉冲疫苗接种和时间延迟的乙型肝炎病毒感染模型的定性分析
机译:具有时间延迟和CTL响应的病毒感染模型的全局稳定性和Hopf分叉
机译:杆状病毒的感染动力学:酸依赖性包膜病毒的运输,增强重组蛋白生产以及感染方案设计的数学模型。
机译:两次延迟的HIV-1感染模型:数学分析与患者数据的比较
机译:病毒感染模型与时滞的双稳态分析
机译:用植物来源的单克隆抗体延迟治疗埃博拉病毒感染为恒河猴提供保护。