Tuning searches are crucial in addressing complex optimization challenges in HPC applications. The content discusses the dilemma of conducting independent tuning searches for each routine or pursuing a more resource-intensive joint search due to potential interdependencies among parameters. The methodology presented efficiently explores the search space, leading to optimized configurations with reduced search time and increased accuracy. It also highlights the adaptability and efficiency of the approach beyond specific applications like Real-Time Time-Dependent Density Functional Theory (RT-TDDFT).
The content delves into Bayesian optimization as a popular method for exploring promising regions of the search space intelligently. It emphasizes the challenges posed by high dimensionality in tuning searches and the importance of analyzing interdependencies among parameters and routines. The methodology introduced aims to tackle these challenges by merging dependent searches when appropriate, resulting in an optimized set of searches with favorable results.
Furthermore, insights from sensitivity analysis, feature importance analysis, and Pearson correlation analysis provide valuable information on parameter variability, influence on runtimes, and interdependence between different routines within an application. The methodology guides the establishment of lower-dimensional searches based on these insights to optimize performance effectively.
Overall, the content offers a comprehensive exploration of cost-effective methodologies for complex tuning searches in HPC environments, showcasing practical applications and benefits across various scenarios.
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by Adrian Perez... at arxiv.org 03-14-2024
https://arxiv.org/pdf/2403.08131.pdfDeeper Inquiries