Efficient Optimization Techniques for Traffic Engineering

Efficient Optimization Techniques for Traffic Engineering
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ISBN-10 : OCLC:1342597730
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Book Synopsis Efficient Optimization Techniques for Traffic Engineering by : Firas Maher Abuzaid

Download or read book Efficient Optimization Techniques for Traffic Engineering written by Firas Maher Abuzaid and published by . This book was released on 2022 with total page 0 pages. Available in PDF, EPUB and Kindle. Book excerpt: Many enterprises today manage their Internet traffic on their wide-area networks (WANs) using software-defined traffic engineering to route traffic and allocate bandwidth optimally. This approach, however, scales poorly with network size; as the network grows, the algorithmic runtimes scale super-linearly, and they struggle to keep pace with changing traffic demands in the WAN. Simple heuristics can reduce the runtime but come at the expense of optimality: they lead to poor utilization and suboptimal performance. In this talk, we demonstrate how we can leverage clever partitioning strategies in the network to develop new, more scalable algorithms for traffic engineering that provide a better trade-off between runtime and optimality. We first present NCFlow, short for Network Contractions for Flow Problems. NCFlow uses a geographic partitioning strategy to modify the original problem and solve (1) a reduced problem on a contraction of the network, and (2) a set of sub-problems in parallel on disjoint clusters within the network. We also present POP, short for Partitioned Optimized Problems. Unlike NCFlow, POP uses a commodity-based partitioning strategy--it randomly splits the original traffic engineering problem into smaller, independent but identical sub-problems, solves them in parallel, and then coalesces the results into a single solution. We discuss the advantages and disadvantages of these two algorithms. Furthermore, we show that, on a large cloud provider's WAN traffic, as well as on publicly available WAN topologies, both NCFlow and POP nearly match the solution quality of currently deployed solutions, but are 11x faster in the median case, and up to 1,900x faster in the best case.


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