English

LSQ: Load Balancing in Large-Scale Heterogeneous Systems with Multiple Dispatchers

Networking and Internet Architecture 2020-03-10 v2 Distributed, Parallel, and Cluster Computing

Abstract

Nowadays, the efficiency and even the feasibility of traditional load-balancing policies are challenged by the rapid growth of cloud infrastructure and the increasing levels of server heterogeneity. In such heterogeneous systems with many load-balancers, traditional solutions, such as JSQ, incur a prohibitively large communication overhead and detrimental incast effects due to herd behavior. Alternative low-communication policies, such as JSQ(d) and the recently proposed JIQ, are either unstable or provide poor performance. We introduce the Local Shortest Queue (LSQ) family of load balancing algorithms. In these algorithms, each dispatcher maintains its own, local, and possibly outdated view of the server queue lengths, and keeps using JSQ on its local view. A small communication overhead is used infrequently to update this local view. We formally prove that as long as the error in these local estimates of the server queue lengths is bounded in expectation, the entire system is strongly stable. Finally, in simulations, we show how simple and stable LSQ policies exhibit appealing performance and significantly outperform existing low-communication policies, while using an equivalent communication budget. In particular, our simple policies often outperform even JSQ due to their reduction of herd behavior. We further show how, by relying on smart servers (i.e., advanced pull-based communication), we can further improve performance and lower communication overhead.

Keywords

Cite

@article{arxiv.2003.02368,
  title  = {LSQ: Load Balancing in Large-Scale Heterogeneous Systems with Multiple Dispatchers},
  author = {Shay Vargaftik and Isaac Keslassy and Ariel Orda},
  journal= {arXiv preprint arXiv:2003.02368},
  year   = {2020}
}

Comments

Preprint of this work has been available online since 27.12.2018. This manuscript is an extended version of an IEEE/ACM ToN paper (submitted 15.4.2019, revised 12.8.2019, 19.11.2019, 9.1.2020, accepted 26.2.2020). It is based on the Ph.D. thesis of Shay Vargaftik, submitted to the Technion in Apr 2019$.$

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