Algorithmic Solution of Some Queues with Overflows
研究有限容量M/PH/1队列的溢出流作为输入到无界指数服务器队列的系统，利用矩阵几何方法求解稳态特征，适合排队论和计算机性能建模研究者参考。
The overflow stream from an M/PH/1 queue of finite capacity is used as the input to an unbounded queue with one or more exponential servers. It is shown that the combined system, consisting of the two queues, may be studied as a highly structured Markov process. In the stable case, this Markov process has a matrix-geometric invariant vector. Particular features of the infinitesimal generator of the process may be used to simplify the numerical computation of various steady-state features of the model. Several variants and numerical examples are discussed.