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The Power of Slightly More than One Sample in Randomized Load Balancing

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References

2001The power of two choices in randomized load balancing1,402 cited
2012Asymptotically tight steady-state queue length bounds implied by drift conditions185 cited
2012Asymptotic independence of queues under randomized load balancing161 cited
2012On the Power of (Even a Little) Resource Pooling110 cited

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2015Power of d Choices for Large-Scale Bin Packing44 cited
2017Designing Low-Complexity Heavy-Traffic Delay-Optimal Load Balancing Schemes44 cited
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2020Transform Methods for Heavy-Traffic Analysis34 cited
2016Delay, Memory, and Messaging Tradeoffs in Distributed Service Systems32 cited
2020To Pool or Not to Pool: Queueing Design for Large-Scale Service Systems27 cited
2017Stein's Method for Mean Field Approximations in Light and Heavy Traffic Regimes25 cited
2020Optimal Load Balancing with Locality Constraints22 cited
2019Delay asymptotics and bounds for multitask parallel jobs

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21 cited

2016Universality of Power-of-d Load Balancing Schemes20 cited

2017Stein's Method for Mean-Field Approximations in Light and Heavy Traffic Regimes20 cited

2016The Power of d Choices for Redundancy19 cited

2017Load balancing in large-scale systems with multiple dispatchers19 cited

2019Delay Asymptotics and Bounds for Multi-Task Parallel Jobs18 cited