Litcius/Paper detail

On the Anatomy of Predictive Models for Accelerating GPU Convolution Kernels and Beyond

Paolo Sylos Labini, Marco Cianfriglia, Damiano Perri, Osvaldo Gervasi, Grigori Fursin, Anton Lokhmotov, Cedric Nugteren, Bruno Carpentieri, Fabiana Zollo, Flavio Vella

2021ACM Transactions on Architecture and Code Optimization17 citationsDOIOpen Access PDF

Abstract

Efficient HPC libraries often expose multiple tunable parameters, algorithmic implementations, or a combination of them, to provide optimized routines. The optimal parameters and algorithmic choices may depend on input properties such as the shapes of the matrices involved in the operation. Traditionally, these parameters are manually tuned or set by auto-tuners. In emerging applications such as deep learning, this approach is not effective across the wide range of inputs and architectures used in practice. In this work, we analyze different machine learning techniques and predictive models to accelerate the convolution operator and GEMM. Moreover, we address the problem of dataset generation, and we study the performance, accuracy, and generalization ability of the models. Our insights allow us to improve the performance of computationally expensive deep learning primitives on high-end GPUs as well as low-power embedded GPU architectures on three different libraries. Experimental results show significant improvement in the target applications from 50% up to 300% compared to auto-tuned and high-optimized vendor-based heuristics by using simple decision tree- and MLP-based models.

Topics & Concepts

Computer sciencePascal (unit)Parallel computingImplementationCompilerRange (aeronautics)Convolution (computer science)Matrix multiplicationCUDAPerformance improvementComputational scienceComputer engineeringArtificial intelligenceProgramming languageArtificial neural networkMaterials sciencePhysicsComposite materialOperations managementQuantum mechanicsQuantumEconomicsParallel Computing and Optimization TechniquesTensor decomposition and applicationsStochastic Gradient Optimization Techniques