TB-STC: Transposable Block-wise N: M Structured Sparse Tensor Core
Jun Liu, Shulin Zeng, Junbo Zhao, Li Ding, Zeyu Wang, Jinhao Li, Zhenhua Zhu, Xuefei Ning, Chen Zhang, Yu Wang, Guohao Dai
Abstract
The computational and memory demands of Deep Learning (DL) models, from convolutional neural networks to Large Language Models (LLMs), are experiencing a notable surge. The sparsification (e.g., weight pruning and sparse attention) represents a significant approach to reducing latency and energy consumption. However, it is non-trivial to identify a good trade-off between model accuracy and hardware efficiency. Existing work has sought to mitigate the hardware complexity overhead through structured sparsity, yet the resulting accuracy loss remains considerable (e.g., more than 6% accuracy drop with 50% structured sparsity on OPT-6.7B and Llama2-7B).To address the above challenges, this paper proposes Transposable Block-wise Structured Sparsity (TBS). Our key insight is that the weight matrices of the forward and backward pass are transposed to each other during DL training. Exploiting this transposition property facilitates obtaining a structured sparsity pattern that is closer to the unstructured sparsity. In contrast, existing studies explore only one-dimensional structured sparsity. In light of these observations, we propose the transposable block-wise structured sparsity pattern with an efficient end-to-end sparse training method. This method improves accuracy by up to 2.58% over other structured sparsity studies under the same sparsity degree. At the micro-architecture level, we propose TB-STC, a Transposable Block-wise N:M Sparse Tensor Core to efficiently and flexibly facilitate the TBS pattern. TB-STC introduces an adaptive codec architecture for on-the-fly storage format conversion with a higher bandwidth utilization (1.47 ×), and implements an I/O-aware configurable architecture for sparsity-aware scheduling with a better computational utilization (1.57×). Compared with existing work, TB-STC improves the Energy-Delay Product (EDP) by an average of 3.82 × and offers an enhanced accuracy-EDP Pareto frontier across various sparse DL models.
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