WAITING TIME ANALYSIS OF M^X/G/1 QUEUES WITH/WITHOUT VACATIONS UNDER RANDOM ORDER OF SERVICE DISCIPLINE-Reference-Cited by-同舟云学术

WAITING TIME ANALYSIS OF M^X/G/1 QUEUES WITH/WITHOUT VACATIONS UNDER RANDOM ORDER OF SERVICE DISCIPLINE

Author:

Kawasaki Norikazu¹,Takagi Hideaki²,Takahashi Yutaka³,Hong Sung-Jo⁴,Hasegawa Toshiharu⁵

Affiliation:

1. Sumitomo Electric Industries, Ltd.

2. Institute of Policy and Planning Sciences, University of Tsukuba

3. Graduate School of Informatics,Kyoto University

4. Department of Industrial Engineering of Dongguk University

5. Department of Information Systems and Quantitative Sciences, Nanzan University

Publisher

The Operations Research Society of Japan

Subject

Management Science and Operations Research,General Decision Sciences

Link

Reference18 articles.

1. 1) CONOLLY B. Lecture Notes on Queueing Systems. Ellis Horwood Limited. (1975)

2. 2) COOPER R. B. Introduction to Queueing Theory. Macmillan. (1972)

4. 4) HEYMAN D. P. Stochastic Processes and Operating Characteristics. McGraw-Hill Publishing Company. (1982)

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5. Busy Period Analysis of GeomX/G/1 Queue with Exhaustive Service Rule and Multiple Vacations;Proceedings of the ISCIE International Symposium on Stochastic Systems Theory and its Applications;2010-05-05