Title :
Efficient analysis of polling systems
Author :
Konheim, Alan G. ; Levy, Hanoch
Author_Institution :
Dept. of Comput. Sci., California Univ., Santa Barbara, CA, USA
Abstract :
A large variety of computer communications systems, in particular the token ring network, are modeled and analyzed as polling systems. The authors present the descendant set approach as a general efficient algorithm for deriving all moments of packet delay (in particular, mean delay) in these systems. The method can apply to a very large variety of model variations including: the exhaustive, gated, and fractional service policies; the cyclic visit order; arbitrary periodic visit orders, (polling tables); random polling orders; and customer routing. For most variations the method significantly outperforms the algorithms commonly used
Keywords :
computer networks; delays; packet switching; queueing theory; algorithm; arbitrary periodic visit orders; computer communications systems; customer routing; cyclic visit order; descendant set approach; exhaustive service; fractional service; gated service; mean delay; packet delay; polling systems; polling tables; random polling orders; token ring network; Algorithm design and analysis; Application software; Area measurement; Computer networks; Computer science; Delay systems; Routing; Time sharing computer systems; Token networks; Transmission lines;
Conference_Titel :
INFOCOM '92. Eleventh Annual Joint Conference of the IEEE Computer and Communications Societies, IEEE
Conference_Location :
Florence
Print_ISBN :
0-7803-0602-3
DOI :
10.1109/INFCOM.1992.263522