一般状态空间跳过程的强遍历性

The Strongly Ergodicity of Jump Processes on General State Space

研究了一般状态空间跳过程的强遍历性,利用最小非负解理论及马氏性,得到了强遍历性的几个等价条件,把连续时间可数状态马氏链的相关结果推广到一般状态空间跳过程的情形.

We study the strong ergodicity/or jump processes m genera~ ~a^v ~p^w, and obtain some equivalence conditions of strongly ergodicity by minimal nonnegative solutions and strongly Markov property, which extended the results of countable state to the jump processes on genersl state spaces.