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Transient Analysis of MX1,MX2/G1,G2/1 retrial queueing system with priority services, working breakdown, start up/close down time, Bernoulli vacation, reneging and balking

机译：M X1，M X2 / G1，G2 / 1重试队进系统的瞬态分析，具有优先级服务，工作崩溃，启动/关闭时间，伯努利度假，叛徒和废物

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Govindhan Ayyappan; Udayageetha J;
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1. Transient Analysis of M~([X_1]), M~([X_2])/G_1, G_2/1 retrial queueing system with priority services, Collisions, Orbital Search, Working Breakdown, Start up/Close down time, Feedback, modified Bernoulli vacation and Balking [J] . G. Ayyappan, J. Udayageetha International Journal of Applied Engineering Research . 2018,第11aPta1期

机译：m〜（[x_1]），m〜（[x_2]）/ g_1，g_2 / 1重审系统具有优先级服务，冲突，轨道搜索，工作细分，启动/关闭时间，反馈，修改伯尔努利的反馈假期和禁止
2. Transient Analysis of M[X1];M[X2]=G1;G2=1 Queueing Model with Retrial Priority Service, Negative Arrival, Two kinds of Vacations, Breakdown, Delayed Repair, Balking, Reneging and Feedback [J] . G. Ayyappan, P. Thamizhselvi Mathematical Theory and Modeling . 2016,第12期

机译：M [X1]; M [X2] = G1; G2 = 1的重试服务优先级，负到达，两种休假，故障，延迟维修，阻挠，重新定格和反馈的排队模型的瞬态分析
3. Analysis of non-pre-emptive priority retrial queueing system with two-way communication, Bernoulli vacation, collisions, working breakdown, immediate feedback and reneging [J] . G. Ayyappan, J. Udayageetha, B. Somasundaram International journal of mathematics in operational research . 2020,第4期

机译：双向通信，伯努利度假，碰撞，碰撞，立即反馈和缩放的非先发制优先考虑重新检测排队系统分析
4. Analysis of a single server retrial queue with general retrial times, two phases of service, balking and Bernoulli vacation [C] . Arivudainambi D., Godhandaraman P. 2011 3rd International Conference on Electronics Computer Technology . 2011

机译：使用一般的重试时间，服务的两个阶段，禁止和伯努利假期对单个服务器重试队列进行分析
5. Analysis of an M[X]/(G1,G2)/1 retrial queueing system with balking, optional re-service under modified vacation policy and service interruption [O] . P. Rajadurai, M.C. Saravanarajan, V.M. Chandrasekaran 2014

机译：分析m [X] /（G1，G2）/ 1重审排队系统，在改进的休假政策和服务中断下进行无人值守，可选的重新服务

Transient Analysis of MX1,MX2/G1,G2/1 retrial queueing system with priority services, working breakdown, start up/close down time, Bernoulli vacation, reneging and balking

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