Please use this identifier to cite or link to this item: https://hdl.handle.net/2440/23822
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Type: Conference paper
Title: Building an AS-topology model that captures route diversity
Author: Muhlbauer, W.
Feldmann, A.
Maennel, O.
Roughan, M.
Uhlig, S.
Citation: Computer Communications Review, 2006 / Anderson, T., McKeown, N. (ed./s), vol.36, iss.4, pp.195-206
Publisher: acm Press
Publisher Place: USA
Issue Date: 2006
ISSN: 0146-4833
0146-4833
Conference Name: SIGCOMM (11 Sep 2006 - 15 Sep 2006 : Pisa, Italy)
Editor: Anderson, T.
McKeown, N.
Statement of
Responsibility: 
Wolfgang Muhlbauer, Anja Feldmann, Olag Maennel, Matthew Roughan, and Steve Uhlig
Abstract: An understanding of the topological structure of the Internet is needed for quite a number of networking tasks, e. g., making decisions about peering relationships, choice of upstream providers, inter-domain traffic engineering. One essential component of these tasks is the ability to predict routes in the Internet. However, the Internet is composed of a large number of independent autonomous systems (ASes) resulting in complex interactions, and until now no model of the Internet has succeeded in producing predictions of acceptable accuracy.We demonstrate that there are two limitations of prior models: (i) they have all assumed that an Autonomous System (AS) is an atomic structure - it is not, and (ii) models have tended to oversimplify the relationships between ASes. Our approach uses multiple quasi-routers to capture route diversity within the ASes, and is deliberately agnostic regarding the types of relationships between ASes. The resulting model ensures that its routing is consistent with the observed routes. Exploiting a large number of observation points, we show that our model provides accurate predictions for unobserved routes, a first step towards developing structural models of the Internet that enable real applications.
Keywords: Algorithms
experimentation
measurement
BGP
inter-domain routing
route diversity
routing policies
Description: The ACM Portal is published by the Association for Computing Machinery. Copyright © 2007 ACM
DOI: 10.1145/1151659.1159937
Published version: http://dx.doi.org/10.1145/1151659.1159937
Appears in Collections:Aurora harvest 6
Mathematical Sciences publications

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