Proceedings of the 14th ACM Workshop on Hot Topics in Networks 2015
DOI: 10.1145/2834050.2834059
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Cited by 21 publications
(4 citation statements)
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“…(This approach does not have an aggregation layer, and thus larger α can be used without incurring higher cost.) 4) Expander graph DCN [65], [66]: We use a static uniform mesh topology to simulate a performance upper bound for the expander graph. A uniform mesh topology is an expander with the optimal edge expansion.…”
Section: A Trod Vs Traffic-aware and Traffic-agnostic Dcnsmentioning
confidence: 99%
“…(This approach does not have an aggregation layer, and thus larger α can be used without incurring higher cost.) 4) Expander graph DCN [65], [66]: We use a static uniform mesh topology to simulate a performance upper bound for the expander graph. A uniform mesh topology is an expander with the optimal edge expansion.…”
Section: A Trod Vs Traffic-aware and Traffic-agnostic Dcnsmentioning
confidence: 99%
“…The latter focuses on limiting the blast radius of failures in datacenters by carefully striping a Clos; it is complementary to our work that seeks to improve failure resilience by adapting trunk wiring and routing to provide non-blocking behavior in the presence of failures. We do not know of WAN routers that incorporate other topology designs 2 proposed for datacenters, such as FatClique [39], random graphs: Jellyfish [37], Xpander [38], and server-centric designs: BCube [17], DCell [18], so our work focuses on Clos-based WAN routers.…”
Section: Related Workmentioning
confidence: 99%
“…The K-Shortest Path Routing Scheme [11] for Jellyfish [12], Xpander [13] and Slim fly [14] Topologies These topologies are based on graphs related to the degreediameter problem, i.e. finding the largest regular graph for a given degree and diameter [18].…”
Section: Routing Schemes Based On Permutation-sort For Cayley Graph (Cg)mentioning
confidence: 99%
“…However, they are not compact. This is the case of the traditional routing scheme K-shortest path [11] that has been proposed to work on Jellyfish [12], Xpander [13] and Slim fly [14] topologies. This scheme can not be considered compact because of its high memory space requirements.…”
mentioning
confidence: 99%