论文标题
复合泊松过程：电势，绿色措施和随机时间
Compound Poisson Processes: Potentials, Green Measures and Random Times
论文作者
论文摘要
在本文中，我们研究了非本地跳跃发生器的马尔可夫过程的绿色措施。跳跃发生器没有第二时刻，并且满足其傅立叶变换的适当条件。我们还研究了某些类别的随机时间的问题，随机时间会随着跳跃生成器而更改马尔可夫过程。
In this paper we study the existence of Green measures for Markov processes with a nonlocal jump generator. The jump generator has no second moment and satisfies a suitable condition on its Fourier transform. We also study the same problem for certain classes of random time changes Markov processes with jump generator.
