DocumentCode
343411
Title
Cell selection algorithm for the multiple input-queued ATM switch: chessboard and random cell selections
Author
Kim, Hakyong ; Kim, Kiseon ; Lee, Yongtak ; Yoon, Hyunho ; Oh, Changhwan
Author_Institution
Dept. Inf. & Commun., Kwang-Ju Inst. of Sci. & Technol., South Korea
fYear
1999
fDate
1999
Firstpage
259
Lastpage
264
Abstract
A simple and efficient cell selection algorithm for the multiple input-queued ATM switch, named the chessboard cell selection algorithm, is proposed in this paper. The proposed algorithm selects one of the transmission requests for the output port with the lowest value of transmission request sum. By doing so, we can reduce a newly introduced front-of-line (FOL) blocking so as to achieve an enhancement in the throughput for uniform arrival traffic. Besides the enhanced throughput, the proposed algorithm can reduce mean cell delay by 50% or more and cell loss probability by 90% or more than the random selection scheme. Time complexity is O(N2) in the worst case, where N is the switch size
Keywords
asynchronous transfer mode; computational complexity; electronic switching systems; probability; queueing theory; telecommunication traffic; FOL blocking; cell loss probability; cell selection algorithm; chessboard selections; front-of-line blocking; mean cell delay; multiple input-queued ATM switch; output port; random cell selections; switch size; time complexity; transmission request sum; transmission requests; uniform arrival traffic; Asynchronous transfer mode; Bifurcation; Communication switching; Delay; Fabrics; Switches; Switching systems; Throughput; Traffic control; Uniform resource locators;
fLanguage
English
Publisher
ieee
Conference_Titel
ATM Workshop, 1999. IEEE Proceedings
Conference_Location
Kochi
Print_ISBN
4-88552-164-5
Type
conf
DOI
10.1109/ATM.1999.786866
Filename
786866
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