DocumentCode
3331321
Title
On Destination Set in IP-Level Topology Measurement
Author
Zhang, Yu ; Fang, Bin-Xing ; Hong-li Zhang
Author_Institution
Res. Center of Comput. Network & Inf. Security Technol., Harbin Inst. of Technol., Harbin
fYear
2008
fDate
13-18 April 2008
Firstpage
168
Lastpage
173
Abstract
We present a thorough investigation of four issues with the destination set in IP-level topology measurement. (1) To evaluate the completeness of the destination set, we measured by brute force and found that a half of edges will be missed by the uniform random selection (URS) method which was adopted by well-known CAIDA´ skitter. (2) Two potential reasons for edge missing, the short-term routing dynamics and the subnetting technique, were investigated with the last-hop selection method and the bisection selection method respectively. And the results showed that the subnetting technique is the main reason. (3) To select destinations efficiently, we presented the minimum cover selection (MCS) method which performed better than the URS method on 75% of networks over three months. (4) Finally, to investigate the bias of topology characterization, we measured a destination set larger than before and discovered a Chinese topology whose size is 5 times as large as that discovered by skitter. The comparison between characteristics of skitter´s topology and ours indicated that the small destination set trends to miss the information on marginal networks.
Keywords
IP networks; telecommunication network routing; telecommunication network topology; IP-level topology measurement; bisection selection method; last-hop selection method; short-term routing dynamics; subnetting technique; uniform random selection method; Computer networks; Data analysis; Force measurement; IP networks; Information security; Internet; Network topology; Performance evaluation; Routing; Size measurement;
fLanguage
English
Publisher
ieee
Conference_Titel
Networking, 2008. ICN 2008. Seventh International Conference on
Conference_Location
Cancun
Print_ISBN
978-0-7695-3106-9
Electronic_ISBN
978-0-7695-3106-9
Type
conf
DOI
10.1109/ICN.2008.54
Filename
4498159
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