论文标题
抗体水平的动力学：渐近特性
Dynamics of antibody levels: asymptotic properties
论文作者
论文摘要
我们研究了分段确定性马尔可夫过程的特性，以建模特定抗体浓度的变化。该过程的密度的演变由随机半群描述。研究了该半群的长期行为。特别是我们证明了其渐近稳定性定理。
We study properties of a piecewise deterministic Markov process modeling the changes in concentration of specific antibodies. The evolution of densities of the process is described by a stochastic semigroup. The long-time behaviour of this semigroup is studied. In particular we prove theorems on its asymptotic stability.
