THE MARKOV PROPERTY OF THE OCCUPATION TIME FOR DISCRETE MARKOV PROCESSES

摘要

The paper deals with the Markov property for the occupation time process for a homogeneous Markov chain with continuous time and countable state space. The well-known result that the Markov property is valid for a random walk on a tree is generalized to the case of a random walk on an arbitrary aravh. Biblioaravhv: 7 titles.