Advances in Queueing Theory and Network Applications by Masakiyo Miyazawa (auth.), Wuyi Yue, Yataka Takahashi,

By Masakiyo Miyazawa (auth.), Wuyi Yue, Yataka Takahashi, Hideaki Takagi (eds.)

Advances in Queueing thought and community Applications offers numerous priceless mathematical analyses in queueing thought and mathematical types of key applied sciences in stressed and instant conversation networks resembling channel entry controls, web functions, topology building, strength saving schemes, and transmission scheduling. In 16 top of the range chapters, this paintings offers novel principles, new analytical types, and simulation and experimental effects by way of specialists within the box of queueing thought and community applications.

The textual content serves as a cutting-edge reference for quite a lot of researchers and engineers engaged within the fields of queueing thought and community purposes, and will additionally function supplemental fabric for complex classes in operations study, queueing conception, functionality research, site visitors conception, in addition to theoretical layout and administration of communique networks.

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Vacation policy. For example, M/G/1 queues with multiple types of feedback and gated vacations were studied, and some important results were derived in [3]. A number of discrete time queue models were studied in [4] and [5]. Also, Wu and Takagi studied the queue model with working vacations in [6], and extended the general vacation polity. The new queue model enriched the theory of the queue with vacations, and involved many queue models as special cases. A discrete time GI/Geo/1 queue model with multiple vacations was studied in [7].

11. M. S. Bazaraa, H. D. Sherali, and C. M. Shetty, Nonlinear Programming: Theory and Algorithms. New York: Wiley, 1993. Chapter 2 Analytical Model of On-Demand Streaming Services Based on Renewal Reward Theory Hiroshi Toyoizumi Abstract We propose an analytical model based on renewal reward theory to investigate the dynamics of an on-demand streaming service. At the same time, we also propose a simple method combining a method of multicasts and method of unicasts that can reduce the download rate from the streaming server without causing delay.

M. Miyazawa, “Doubly QBD process and a solution to the tail decay rate problem,” in Proc. the Second Asia-Pacific Symposium on Queueing Theory and Network Applications, pp. 3342, 2007. 3. H. Li, M. Miyazawa, and Y. Q. Zhao, “Geometric decay in a QBD process with countable background states with applications to shortest queues,” Stochastic Models, vol. 23, pp. 413438, 2007. 4. G. Latouche and V. Ramaswami, Introduction to Matrix Analytic Methods in Stochastic Modeling. Philadelphia: American Statistical Association and the Society for Industrial and Applied Mathematics, 1999.

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