Fluid Model Driven by an M/M/1/N Queue with Single Exponential Vacation__臺灣人文及社會科學引文索引資料庫

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題名：	Fluid Model Driven by an M/M/1/N Queue with Single Exponential Vacation
書刊名：	International Journal of Information and Management Sciences
作者：	Mao, Bing-wei／Wang, Fu-wei／Tian, Nai-shuo
出版日期：	2010
卷期：	21:1
頁次：	頁29-40
主題關鍵詞：	Fluid queue；M/M/1/N queue；Exponential vacation；Tridiagonal block matrix；Buffer content；Spectral method
原始連結：	連回原系統網址
相關次數：	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:0 共同引用:1 點閱:20

Abstract This paper studies a fluid model driven by an queue with single exponential vacation. With the standard spectral method, the exact expression of the steady-state distribution of the buffer content is acquired. Then the performance measure--mean buffer content is obtained. Finally, using the numerical example, we present the parameter effect on the stationary distribution of the buffer content.

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期刊論文
1.	Reddy,G. V. Krishna、Anitha,R.(19991200)。Non-Markovian Bulk Service Queue with Different Vacation Policies。International Journal of Information and Management Sciences，10:4，頁59-67。
2.	Ke, Jau-Chuan,(200206)。Two-threshold policy for M[x]/G/1 queueing system with two vacation types, startup time and an un-reliable server,。International Journal of Information and Management Sciences，13，51-67。
3.	Norros, I.、Virtoma, J.(1994)。Fluid queue driven by an M/M/1 queue。Queueing Systems，16(3-4)，373-386。
4.	Adan, I. J. B. F.、Resing, J. A. C.(1996)。Simple analysis of a fluid queue driven by an M/M/1 queue。Queueing Systems，22，171-174。
5.	Anick, D., Mitra, D. and Sondhi, M. M.,(1982)。Stochastic theory of a data-handling system with multiple sources。The Bell System Technical Journal，61(8)。
6.	Barbot, N. and Sericola, B.,(2002)。Stationary solution to the fluid queue fed by an M/M/1 queue。Journalof Applied Probability，39，359-369。
7.	Gautam, Ch.,(2006)。An M/G/1 queue with an optional second vacation。International Journal of Infor-mation and Management Sciences，17，19-30。
8.	Konovalov, V.(1998)。Fluid queue driven by a GI/G/1 queue, stable problems for stochastic models,。Journalof Mathematical Sciences，91，2917-2930。
9.	Lenin, R. B. and Parthasarathy, P. R.,(1982)。Fluid queues driven by an M/M/1/N queue, Math。Problemsin Eng，6，439-460。
10.	Li, Q., Liu, L. and Shang, W.,(2008)。Heavy-tailed asymptotics for a fluid model driven by an M/G/1queue。Performance Evaluation，65，227-240。
11.	Mitra, D.,(1988)。Stochastic theory of a fluid model of producers and consumers coupled by a buffer。Advances in Applied Probability，20，646-676。
12.	Parthasarathy, HP. R., Vijayashree, K. V. and Lenin, R. B.,(2002)。An M/M/1 driven fluid queue -continued fraction approach。Queueing Systems，42，189-199。
13.	Sericola, B. and Tuffin, B.,(1999)。A fluid queue driven by a Markovian queue。Queueing Systems，31，253-264。

圖書
1.	Kulkarni, V. G.,(1997)。Fluid models for single buffer systems。Frontiers in Queue-ing: Models and Applications in Science and Engineering。Boca Raton, Florida。

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