最小Q-过程的Martin流入边界与Ray-Knight紧化

Martin Entrance Boundary and Ray-Knight Compactification of Minimal Q-Processes

  • 摘要: 本文讨论了在最小Q-过程不中断的条件下Martin流入边界与Ray-Knight紧化之间的关系, 即在Martin流入边界有限的条件下, Martin流入边界中的点与Ray-Knight紧化所添加的点之间具有一一对应关系.

     

    Abstract: In this paper we discuss relation between the Martin entrance boundary and Ray-Knight compactification of with respect to a honest minimal Q-processes, and mainly obtain the bijective mapping between the Martin entrance boundary of minimal Q-processes and in Ray-Knight compactification when is finite.

     

/

返回文章
返回