[1] |
Yadin M, Naor P. Queueing systems with a removable service station[J]. Operational Research Quarterly, 1963, 14:393-405.
|
[2] |
Balachandran K R. Control policies for a single server system[J]. Management Science, 1973, 19(9):1013-1018.
|
[3] |
Heyman D P. T-policy for the M/G/1 queue[J]. Management Science, 1977, 23(7):775-778.
|
[4] |
唐应辉, 黄蜀娟, 余玅妙, 等. 推广的(t,T)策略下M/G/1排队系统队长分布的递推解及最优策略[J]. 工程数学学报}, 2009, 26(2):251-259.
|
[5] |
吴锦标, 尹小玲, 刘再明. 具有N-策略和负顾客的反馈抢占型的M/G/1重试可修排队系统[J]. 应用数学学报}, 2009, 32(2):323-335.
|
[6] |
唐应辉, 蒲会, 余玅妙. 带启动时间的N-策略M/G/1排队系统的队长[J]. 系统工程理论与实践, 2011, 31(1):131-137.
|
[7] |
Tadj L, Choudhury G, Rekab K. A two-phase quorum queueing system with Bernoulli vacation schedule, setup, and N-policy for an unreliable server with delaying repair[J]. International Journal Services and Operations Management, 2012, 12(2):139-164.
|
[8] |
Lee H W, Beak J W, Jeon J. Analysis of the Mx/G/1 queue under D-policy[J]. Stochastic Analysis and Applications, 2005, 23(4):785-808.
|
[9] |
Wang K H, Kuo C C, Ke J C. Optical control of the D-Policy M/G/1 queueing system with server breakdowns[J]. American Journal of Applied Science, 2008, 5(5):565-573.
|
[10] |
Gakis G K, Rhee H K, Sivazlian B D. Distributions and first moments of the busy and idle periods in controllable M/G/1 queueing models with simple and dyadic policies[J]. Stochastic Analysis and Applications, 1995, 13(1):47-81.
|
[11] |
井彩霞, 崔颖, 田乃硕. Min(N,V)-策略休假的M/G/1排队系统分析[J]. 运筹与管理}, 2006, 15(3):53-58.
|
[12] |
Lee H W, Seo W J. The performance of the M/G/1 queue under the dyadic Min(N, D)-policy and its cost optimization[J]. Performance Evaluation, 2008, 65(10):742-758.
|
[13] |
Lee H W, Seo W J, Lee S W, et al. Analysis of the MAP/G/1 queue under the Min(N, D)-policy[J]. Stochastic Models, 2010, 26(1):98-123.
|
[14] |
唐应辉, 吴文青, 刘云颇, 等. 基于多重休假的Min(N,V)-策略M/G/1排队系统的队长分布[J]. 系统工程理论与实践}, 2014, 34(6):1533-1546.
|
[15] |
唐应辉, 吴文青, 刘云颇. 基于单重休假的Min(N,V)-策略M/G/1排队系统分析[J]. 应用数学学报}, 2014, 37(6):976-996.
|
[16] |
魏瑛源, 唐应辉, 余玅妙. 基于Min(N,D)-策略的M/G/1排队系统的队长分布及最优策略[J]. 系统科学与数学}, 2015, 35(6):729-744.
|
[17] |
朱莎, 朱翼隽, 王逢佳. 带负顾客启动期N-策略Geom/Geom/1工作休假排队[J]. 系统科学与数学}, 2012, 32(1):36-44.
|
[18] |
兰绍军, 唐应辉. 具有多重休假和Min(N,V)-策略控制的Geo/G/1离散时间排队[J]. 系统工程理论与实践}, 2015, 35(3):799-810.
|
[19] |
兰绍军, 唐应辉. 具有单重休假和Min(N,V)-策略控制的Geo/G/1离散时间排队的离去过程分析[J]. 数学物理学报}, 2016, 36A(2):380-392.
|
[20] |
兰绍军, 唐应辉. 具有Bernoulli反馈和Min(N,D)-策略控制的Geoλ1,λ2/G/1离散时间可修排队的可靠性分析[J]. 系统科学与数学}, 2016, 36(11):2070-2086.
|
[21] |
Lan S J, Tang Y H, Yu M M. System capacity optimization design and optimal threshold N* for a Geo/G/1 discrete-time queue with single server vacation and under the control of Min(N, V)-policy[J]. Journal of Industrial & Management Optimization, 2016, 12(4):1435-1464.
|
[22] |
Lan S J, Tang Y H. Analysis of D-policy discrete-time Geo/G/1 queue with second J-optional service and unreliable server[J]. RAIRO-Operations Research, 2017, 51(1):101-122.
|
[23] |
Lan S J, Tang Y H. Analysis of a discrete-time Geoλ1,λ2
|
[24] |
唐应辉, 唐小我. 排队论——基础与分析技术}[M]. 北京:科学出版社, 2006.
|