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題名:A Single Server Compulsory Vacation Queue with Two Type of Services and with Restricted Admissibility
書刊名:International Journal of Information and Management Sciences
作者:Kalyanaraman, R.Suvitha, V.
出版日期:2012
卷期:23:3
頁次:頁a9+287-304
主題關鍵詞:強制服務休假白努力過程限制受理輔助變數法績效衡量Compulsory server vacationBernoulli processRestricted admissibilitySupplementary variable techniquePerformance measures
原始連結:連回原系統網址new window
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  • 被引用次數被引用次數:期刊(0) 博士論文(0) 專書(0) 專書論文(0)
  • 排除自我引用排除自我引用:0
  • 共同引用共同引用:0
  • 點閱點閱:34
期刊論文
1.Keilson, J.、Servi, L. D.(198609)。Oscillating Random Walk Models for GI/G/1 Vacation Systems with Bernoulli Schedules。Journal of Applied probability,23(3),790-802。  new window
2.Madan, K. C.(1991)。An M/G/1 queueing system with compulsory server vacations。Trabajos de Investigacion Operativa,7(1),100-110。  new window
3.Rue, R. C.、Rosenshine, M.(198112)。Some Properties of Optimal Control Policies for Entries to an M/M/1 Queue。Naval Research Logistics Quarterly,28(4),525-532。  new window
4.Levy, Y.、Yechiali, U.(19751001)。Utilisation of idle time in an M/G/1 queueing system。Mgmt. Sci.,22(2),202-211。  new window
5.Cooper, R. B.(197003)。Queues served in cyclic order: waiting times。Bell systems Tech. J.,49(3),399-413。  new window
6.Modan,Kailash C.、Choudhury,Gautam(20050600)。A Single Server Queue with Two Phases of Heterogeneous Service under Bernoulli Schedule and a General Vacation Time。International Journal of Information and Management Sciences,16(2),1-16。new window  new window
7.Anabosi, R. F.、Madan, K. C.(200301)。A single server queue with two types of service, Bernoulli schedule server vacations and a single vacation policy。Pakistan Journal of Statistics,19,331-342。  new window
8.Levy, Y.、Sidi. M.、Boxma. O. J.(199012)。Dominance relations in polling systems。Queueing systems,6(1),155-172。  new window
9.Madan, K. C.、Abu-Dayyeh, W.(200206)。Restricted admissibility of batches into an M /G /1 type bulk queue with modified Bernoulli schedule server vacations。ESAIM: Probability and Statistics,6,113-125。  new window
10.Stidham, Jr. S.(198508)。Optimal control of admission to the queueing system。IEEE Transactions on Automatic Control,30(8),705-713。  new window
11.Zadeh, A. B.(2009)。An Mx=(G1;G2)=1=G(BS)=Vs with second service and admissibility restricted。Journal of Information and Management sciences,20,305-316。  new window
12.Zhang, H. B.、Shi, D. H.(200912)。The M=M=1 queue Bernoulli- schedule-controlled vacation and vacation interruption。International Journal of Information and Management sciences,20,579-587。  new window
研究報告
1.Neuts, M. F.(1984)。The M=G=1 queue with limited number of admissions or a limited admission period during each service time。  new window
圖書
1.Tian, Naishuo、Zhang, Zhe George(2006)。Vacation Queueing Models--Theory and Applications。New York, NY:Springer Verlag。  new window
2.Takagi, H.(1991)。Queueing Analysis, Vol.1: Vacation and Priority Systems。Amsterdam:Elsevier Science Publishers B. V.。  new window
3.Cooper, R. B.(1981)。Introduction to Queueing Theory。North Holland, New York:Elsevier。  new window
4.Miller, L. W.(1964)。Alternating priorities in multi-class queue。Ithaca, N.Y:Cornell University。  new window
圖書論文
1.Doshi, B. T.(1990)。Single server queues with vacations。Stochastic Analysis of Computer and Communication Systems。North-Holland, Amsterdam:Elsevier。  new window
 
 
 
 
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