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A Theory for the Connectivity Discovered by Routing Protocols

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2 Author(s)
Sobrinho, J.L. ; Inst. de Telecomun., Inst. Super. Tecnico, Lisbon, Portugal ; Quelhas, T.

Route-vector protocols, such as the Border Gateway Protocol (BGP), have nodes elect and exchange routes in order to discover paths over which to send traffic. We ask the following: What is the minimum number of links whose failure prevents a route-vector protocol from finding such paths? The answer is not obvious because routing policies prohibit some paths from carrying traffic and because, on top of that, a route-vector protocol may hide paths the routing policies would allow. We develop an algebraic theory to address the above and related questions. In particular, we characterize a broad class of routing policies for which we can compute in polynomial time the minimum number of links whose failure leaves a route-vector protocol without a communication path from one given node to another. The theory is applied to a publicly available description of the Internet topology to quantify how much of its intrinsic connectivity is lost due to the traditional customer-provider, peer-peer routing policies and how much can be regained with simple alternative policies.

Published in:

Networking, IEEE/ACM Transactions on  (Volume:20 ,  Issue: 3 )

Date of Publication:

June 2012

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