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queuing theory相关的网络例句

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Asymptotic behavior of random sums is a classic but still vibrant area of research,and it has important applications of the risk theory, queuing system and other fields.

中文摘要:随机和的渐近性是一个经典而至今仍然充满活力的研究领域,并且在风险理论和排队系统等领域有重要的应用。

The evolutionary process that drivers choose strategies of queuing and queue-jumping is analyzed using evolutionary game theory. A duplicative dynamic equation is established and evolutionary stable state is analyzed.

应用演化博弈论分析了驾驶员排队与插队2种策略选择的时间演化过程,建立了系统的复制动态方程并对演化稳定状态进行了分析。

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。

The ship arrival law, lock operation strategy, and lockage dispatching are studied base on the queuing theoiy, decision theory, and integer programming.

作者应用排队论、决策论、整数规划等最优化理论,从船舶到达规律、船闸运行策略和船舶过闸调度决策三方面深入研究了船闸的运行调度方法。

In Chapter 2,I consider a queuing system in which there are two exponential servers, each having his own queue, and arriving customers will join the two queues separately, and analyze the two-dimensional Markov process representing the numbers of jobs in the two stations. A functional equation for the generating function of the stationary distribution of this two-dimensional process is derived and solved through the theory of Riemann-Hilbert boundary value problems. In Chapter 3, I consider the system with two parallel queues, in which arrivals join the shorter queue.I describe the problem of coupling and show that the generating function Fcan be continued as a meromorphic function to the whole complex plane.

全文包括三大部分:第一章介绍了基本的背景、研究进展和文章主要采用的方法;第二章研究的是有两个服务员共享的简单的排队方式的模型,即每个服务员有各自的队列,两队队长互不相关,分析了代表两个队长的二维马尔柯夫过程,推导出了二维过程的平稳分布的母函数的方程,并运用Riemann—Hilbert边值问题理论解出了母函数的表达式;第三章研究的是JSQ-PS模型(the joining the shortest queue model with processor sharing),模型是组合了加入最短队模型和处理器共享模型而成的有用排队模型。

This paper has studied the cumulative waiting time of the passengers in the bus station from two perspectives, and has induced their calculation formula with the Markov queuing process theory and the characteristics of the generating function.

从两个角度研究了公交站点乘客的累积等车时间,并根据随机过程理论推导出其均值的计算公式。

Research and teaching: queuing network theory, supply chain management, management science, queuing models of manufacturing systems, etc.

主要研究和教学领域:排队网络理论、供应链管理、管理科学、生产系统排队模型等。

Topics include the Poisson process, Markov chains, renewal theory, models for queuing and reliability.

工程随机过程介绍:泊松过程,马尔可夫脸,更新理论,排队模型和可靠性。

By queuing theory and method,an attack/defense model of antiship missile and its fire defense system is formed, that is, the M/M/C service system model including limited waiting time, multi-assistants and service for first.

应用排队论的理论和方法,构造了反舰导弹与其火力防御系统的攻防对抗模型,即有限等待时间、多服务员、先来先服务的M/M/C服务系统模型。

With queuing theory, the problem of the organization of the earthwork construction is solved in the Violet Gold Garden project with reverse construction method and the curves on efficiency and cost are given to make the machine disposition optimized economically.

结合天津市紫金花园工程&逆筑法&土方工程施工组织,运用排队理论解决土方挖运的施工组织问题,并得出在一定施工组织下土方开挖的效率和成本曲线,保证日出土量与机械配置在经济上达到最优。

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