论文标题
吸收有限的马尔可夫连锁店的准凝胶极限
Quasi-ergodic limits for finite absorbing Markov chains
论文作者
论文摘要
我们提出了有限吸收马尔可夫链的准凝线限制的公式。由于Darroch和Seneta于1965年解决了不可约的情况，因此我们关注可还原的情况，我们的结果基于对可接受路径（指数和多项式）生长行为的非常精确的渐近分析。
We present formulas for quasi-ergodic limits of finite absorbing Markov chains. Since the irreducible case has been solved in 1965 by Darroch and Seneta, we focus on the reducible case, and our results are based on a very precise asymptotic analysis of the (exponential and polynomial) growth behaviour along admissible paths
