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中文摘要：
在传统双端排队的基础上,以股票交易为应用背景考虑了带有反馈的双端重试排队系统.将进行交易的买卖双方看成是排队模型的两端,假定两端到达均服从泊松分布,通过嵌入马尔可夫链证明了系统存在稳态的充分必要条件.利用补充变量法构造马尔可夫过程,列出微分方程,最后借助概率母函数求出系统在稳态时的系统队长.
英文摘要：
On the basis of the traditional double-ended queue,a retrial double-ended queueing system with feedback is studied for the stock exchange.We propose that the buyers and sellers in business are at both ends in the queuing model,and that the customers at both ends are subject to Poisson distribution.The necessary and sufficient condition for the system in steady state is proved by embedding Markov chain.Markov process is constructed by means of supplementary variable,and the differential equation is listed.At last the queue length of the system in the steady state is obtained by probability generating function.
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