queueing theory

queueing theory的基本解释

-

(平衡服务设施和服务需求的)排队论

与queueing theory相关的网络例句 [注：此内容来源于网络，仅供参考]

It is well known that the distribution theory is one foundations of probability,and it has very important applications in random walk,and so in risk theory,queueing theory,Levy.process theory,branching process theory and so on,so it has always been paid wide attentions.

周知，分布理论是概率论的基础之一，而且它在随机游动，从而在风险理论，排队系统，Levy过程，分支过程等领域有重要的应用，因而一直受到人们的关注。

In this dissertation, we first introduce the basic knowledge of Markov skeleton processes, the present condition of queueing theory, and the Markovization of queueing system and the criteria for several types of ergodicity.

本文首先介绍了马尔可夫骨架过程的基本知识，排队论的现状及排队系统的马氏化及各种遍历性准则。

And with these results, I delve further into the theoretical issues of MSP and the concentration is on a special class of MSP-Doob skeleton processes. Generalized limit distribution, limit distribution of these processes and conditions and the expressions for the existence of invariable measure of such processes are provided. Finally, these new results are then applied to queueing theory, reliability theory and inventory theory. A detailed study of GI/G/1 queuing model, parallel connection system model, water reservoir model and perishable inventory model is discussed. These models have already been investigated to some degree. In particular, as mentioned above, some scholars have already successfully applied the transient behavior theory of MSP to these models and transient distributions of main variables in such models have been obtained. However, the limit behavior has not been addressed. In this thesis, limit behavior of main variables in the above-mentioned models is established.

在这个基础上，对马尔可夫骨架过程的理论进一步进行了探讨，将注意力集中于一类特殊的马尔可夫骨架过程Doob骨架过程，给出了这类过程的广义极限分布、极限分布以及不变测度存在性条件和表达式，并应用这些结论于排队论、可靠性理论和存储论等领域-具体分析了GI/G/1排队论系统模型、并联系统模型、水库储水模型、易腐烂物品库存模型——这些模型都不同程度地被许多学者研究过，特别，如前面提及，已有人成功地应用马尔可夫骨架过程的瞬时性态理论，获得了上述各模型中的主要参量过程的瞬时分布，但是，却并没有探讨它们的极限性态——建立了若干关于上述各模犁的主要参量过程的极限性态的结果。

与queueing theory相关的网络解释 [注：此内容来源于网络，仅供参考]

queueing theory：排队论

将网络应用进行分类,分析了每类网络应用的QoS需求并将其映射为相应的的网络参数,把网络传输任务看作是交易(transaction)序列,排队论(Queueing Theory)是应用概率理论的分支,可以解答顾客在排队系统中的平均排队时间、队列中顾客数的概率分布等问题.

queueing theory：排隊理論

我老婆所在的妇幼医院停车场成天满负荷,医院外的马路始终有一条车队,等着保安放出一辆车才能放进一辆,前两年在学校学的排队理论(queueing theory)倒是可以在这里应用.

queueing theory：队列理论

在数据网络(data networking)和队列理论(queueing theory)中,一条链路或者节点传输大量数据,使得服务质量恶化,网络拥塞就发生了. 典型的影响包括队列延迟、丢包或者阻塞新的连接. 右面两种情况发生的一个后果就是负载增加导致网络吞吐量的小幅增加,