geom

The Geom ζ / G / 1 Queue With Multiple Vacation

多重休假的Geom~ξ/G/1排队系统

GI / Geom / 1 Discrete Time Queue with Set-up Period and Multiple Vacation

带启动时间的多重休假的GI/Geom/1离散时间排队

Geom / G / 1 Vacation Queue with Exhaustive Service

空竭服务Geom/G/1休假模型

GI / Geom / 1 discrete time queue with set - up and closed - down period

带启动期和关闭期的GI/Geom/1离散时间排队

The Geom / G / 1 Queue With Multiple Vacation and Server Set-Up / Close Times

多重休假的带启动&关闭期的Geom/G/1排队

A class of Geom / Geom / 1 discrete-time queueing system with negative customers

负顾客可服务的Geom/Geom/1离散时间排队模型

The gi / geom / 1 discrete-time queue with service vacations

服务台休假的GI/Geom/1离散时间排队

Analysis of the Geom ~ x / G / 1 Queueing Systems with Exhaustive Service Discipline and Vacation

空竭服务Geom～x/G/1型休假排队系统分析

The Discrete-time MAP / PH ( Geom / PH ) / 1 Queueing System with Repairable Server

服务台可修的MAP/PH（Geom/PH）/1离散时间排队系统

The Geom / G / 1 Queue With Single Vacation and Server Set-up and Close-down Times

单重休假的带启动-关闭期的Geom/G/1排队

Some reliability indices in discrete time Geom ~ x / G / 1 repairable queueing system with delayed multiple vacations

延迟多重休假离散时间的Geom~x/G/1可修排队系统的可靠性指标

In this paper , we discuss the discrete time Geom / G / 1 queue with multiple adaptive vacation and set-up time .

本文研究带启动时间的多级适应性Geom/G/1离散时间排队。

Disastrous Geom / Geom / 1 discrete-time queuing model

灾难到达的Geom/Geom/1离散时间排队模型

Geom ~ X / G / 1 queue of multiple vacations with set-up and closed-down period

多重休假的带启动期和关闭期的Geom~X/G/1排队

In the chapter four , we analyze of the set-up time and multiple adaptive vacations Geom ~ X / G / 1 discrete time queuing system .

第四章讨论了启动时间的多级适应性休假Geom~X/G/1排队系统的各项稳态指标。

According to the property of cells in the digital communication , The Erlang loss system is modeled with a discrete-time Geom / Geom / c / c queue .

针对数字通信中信源的特点，应用离散时间排队Geom/Geom/c/c对经典Erlang消失系统进行建模分析。

In this paper , the general characteristics of low-latitude whistler propagation is investigated by analysing the data obtained at Wuchang ( geom . lat.19.2 ° N ) for last three years .

本文利用武昌（磁纬19.2°N）连续三年的哨声观测资料，研究了武昌地区哨声传播的一般特征。

In this paper , we prove the stochastic decomposition theorem of Geom / G / 1 bounding variable system in the way of imbedded Markov chains , and give the results of two concrete models .

本文用嵌入Markov链的方法证明了Geom／G／1的边界状态变体模型的随机分解定理，同时又证明两种具体模型的结果。

In this paper , GI / Geom / 1 discrete time queue with set-up and close-down period by means of Matrix-Geometric solutions is considered . The stochastic decomposition of steady length distribution and waiting time distribution are given .

通过矩阵几何解方法，给出了带有启动期和关闭期的GI/Geom/1离散时间排队模型的稳态队长和等待时间的随机分解结果。

Based on the Geom / G / 1 queue with multiple adaptive vacation and set-up time , the PH expressions of additional length and delayed waiting time are derived . And the whole vacation period , idle period and on-line period of the system are presented .

在带有启动时间的多级适应性休假Geom/G/1排队的基础上，推导出附加队长和附加延迟时间LST的PH表示，并给出系统的全假期、闲期和在线期的分析。