Scaling the SOO Global Blackbox Optimizer on a 128-core Architecture

David Redon, B. Derbel, P. Fortin
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Abstract

Blackbox optimization refers to the situation where no analytical knowledge about the problem is available beforehand, which is the case in a number of application fields, e.g., multi-disciplinary design, simulation optimization. In this context, the so-called Simultaneous Optimistic Optimization (SOO) algorithm is a deterministic tree-based global optimizer exposing theoretically provable performance guarantees under mild conditions. In this paper, we consider the efficient shared-memory parallelization of SOO on a high-end HPC architecture with dozens of CPU cores. We thereby propose different strategies based on eliciting the possible levels of parallelism underlying the SOO algorithm. We show that the naive approach, performing multiple evaluations of the blackbox function in parallel, does not scale with the number of cores. By contrast, we show that a parallel design based on the SOO-tree traversal is able to provide substantial improvements in terms of scalability and performance. We validate our strategies with a detailed performance analysis on a compute server with two 64-core processors, using a number of diverse benchmark functions with both increasing dimensions and number of cores.
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在128核架构上扩展SOO全局黑盒优化器
黑盒优化(Blackbox optimization)是指事先无法获得问题的分析性知识的情况,这种情况存在于许多应用领域,如多学科设计、仿真优化等。在这种情况下,所谓的同步乐观优化(SOO)算法是一种确定性的基于树的全局优化器,在温和的条件下提供理论上可证明的性能保证。在本文中,我们考虑了在具有数十个CPU核的高端HPC架构上SOO的高效共享内存并行化。因此,我们提出了基于引出SOO算法可能的并行度水平的不同策略。我们证明了朴素的方法,并行执行黑箱函数的多次评估,不随内核数量的增加而扩展。相比之下,我们展示了基于soa树遍历的并行设计能够在可伸缩性和性能方面提供实质性的改进。我们通过在具有两个64核处理器的计算服务器上进行详细的性能分析来验证我们的策略,使用了许多不同的基准测试函数,这些函数的维度和内核数量都在增加。
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