论文标题
续签动力学方法，用于一维扩散的非最小准定平分布
Renewal dynamical approach for non-minimal quasi-stationary distributions of one-dimensional diffusions
论文作者
论文摘要
我们考虑通过更新动力学方法来考虑一维扩散的准平台分布。我们表明，迭代更新转换与准平台分布的收敛等同于生命周期的力矩生长速率的条件，同时，这是存在Yaglom限制的必要条件。
We consider quasi-stationary distributions for one-dimensional diffusions via the renewal dynamical approach. We show that convergence of the iterative renewal transform to quasi-stationary distributions is equivalent to a condition on the moment growth rate of the lifetime, which is at the same time a necessary condition for the existence of Yaglom limits.
