Title
Network tomography on correlated links
Abstract
Network tomography establishes linear relationships between the characteristics of individual links and those of end-to-end paths. It has been proved that these relationships can be used to infer the characteristics of links from end-to-end measurements, provided that links are not correlated, i.e., the status of one link is independent from the status of other links. In this paper, we consider the problem of identifying link characteristics from end-to-end measurements when links are "correlated," i.e., the status of one link may depend on the status of other links. There are several practical scenarios in which this can happen; for instance, if we know the network topology at the IP-link or at the domain-link level, then links from the same local-area network or the same administrative domain are potentially correlated, since they may be sharing physical links, network equipment, even management processes. We formally prove that, under certain well defined conditions, network tomography works when links are correlated, in particular, it is possible to identify the probability that each link is congested from end-to-end measurements. We also present a practical algorithm that computes these probabilities. We evaluate our algorithm through extensive simulations and show that it is accurate in a variety of realistic congestion scenarios.
Year
DOI
Venue
2010
10.1145/1879141.1879170
Internet Measurement Conference
Keywords
Field
DocType
local-area network,network tomography,network equipment,end-to-end measurement,link characteristic,practical algorithm,network topology,physical link,correlated link,end-to-end path,individual link,network performance,local area network
Administrative domain,Computer science,Networking hardware,Computer network,Network simulation,Network topology,Network tomography,Distributed computing
Conference
Citations 
PageRank 
References 
5
0.48
11
Authors
3
Name
Order
Citations
PageRank
Denisa Ghita1332.17
Katerina J. Argyraki260947.47
Patrick Thiran32712217.24