Title
Computation of multi-constrained paths in multi-domain MPLS-TE networks
Abstract
The present paper proposes a novel method for computing inter-domain paths subject to multiple independent additive constraints in MPLS-TE networks. An efficient solution to this problem is a key element for providing services with guaranteed performance across domain boundaries. However, the inherent hardness of the multi-constrained path computation as well as inter-domain scalability and security constraints complicate the computation problem. We propose a novel algorithm named kID-MCP that tackles the computational complexity of the problem by reducing the number of paths included in the computation process. kID-MCP is compatible with existing techniques and fulfills the security requirements. We undergo a complexity analysis that shows that kID-MCP scales well. Moreover, a simulation study reveals that kID-MCP finds a solution in most situations. These results indicate that the computation of inter-domain multi-constrained paths is tractable in practice, which opens interesting perspectives for QoS routing and traffic engineering among multiple operators.
Year
DOI
Venue
2009
10.1109/NGI.2009.5175757
NGI
Keywords
Field
DocType
multi-constrained path computation,efficient solution,complexity analysis,inter-domain path,inter-domain multi-constrained path,kid-mcp scale,computation process,multi-domain mpls-te network,computational complexity,inter-domain scalability,computation problem,computer architecture,multiplication operator,computational modeling,traffic engineering,routing,quality of service,protocols,scalability,topology,computer networks
Heuristic,Multiprotocol Label Switching,Computer science,Computer network,Quality of service,Operator (computer programming),Traffic engineering,Computational complexity theory,Distributed computing,Scalability,Computation
Conference
Citations 
PageRank 
References 
4
0.48
13
Authors
4
Name
Order
Citations
PageRank
Gilles Bertrand191.00
Samer Lahoud219430.73
Géraldine Texier3486.84
Miklós Molnár47213.01