Discrete-time limited 1-customer G/G/1 vacation queueing systems and asymmetric polling systems

Author

Lee, Mowcheng

Author_Institution

Lab. of Comput. & Commun. Res., ITRI, Taiwan

fYear

1995

fDate

13-17 Nov 1995

Firstpage

92

Lastpage

96

Abstract

Variants of vacation queuing models and polling systems have been found to be very useful in the modeling of computer systems and data communication networks. We analyze the discrete-time limited 1-customer G/G/1 vacation queueing models and asymmetric polling systems. We assume that the time is slotted and the switchover time is nonzero. The probability generation functions (PGFs) of the queue length and the waiting time distributions for both systems are explicitly derived

Keywords

data communication; discrete time systems; probability; queueing theory; statistical analysis; telecommunication networks; 1-customer G/G/1 vacation queueing models; asymmetric polling systems; computer systems; data communication networks; discrete-time limited queueing models; nonzero switchover time; probability generation functions; queue length; waiting time distributions; Communication systems; Data communication; Discrete time systems; Probability; Queuing analysis; Statistics;

fLanguage

English

Publisher

ieee

Conference_Titel

Global Telecommunications Conference, 1995. Conference record. Communication Theory Mini-Conference, GLOBECOM '95., IEEE

Print_ISBN

0-7803-2509-5

Type

conf

DOI

10.1109/CTMC.1995.502938

Filename

502938