LGNov 9, 2018

Learning to Skip Ineffectual Recurrent Computations in LSTMs

arXiv:1811.10396v23 citations
Originality Incremental advance
AI Analysis

This work addresses the problem of high computational cost for LSTMs on resource-constrained devices, offering a significant speedup and energy efficiency improvement, though it is incremental as it builds on existing pruning and hardware acceleration methods.

The paper tackles the computational inefficiency of LSTMs on edge devices by learning to prune redundant state information, achieving over 90% pruning without accuracy loss, and introduces a hardware accelerator that speeds up inference by up to 5.2x.

Long Short-Term Memory (LSTM) is a special class of recurrent neural network, which has shown remarkable successes in processing sequential data. The typical architecture of an LSTM involves a set of states and gates: the states retain information over arbitrary time intervals and the gates regulate the flow of information. Due to the recursive nature of LSTMs, they are computationally intensive to deploy on edge devices with limited hardware resources. To reduce the computational complexity of LSTMs, we first introduce a method that learns to retain only the important information in the states by pruning redundant information. We then show that our method can prune over 90% of information in the states without incurring any accuracy degradation over a set of temporal tasks. This observation suggests that a large fraction of the recurrent computations are ineffectual and can be avoided to speed up the process during the inference as they involve noncontributory multiplications/accumulations with zero-valued states. Finally, we introduce a custom hardware accelerator that can perform the recurrent computations using both sparse and dense states. Experimental measurements show that performing the computations using the sparse states speeds up the process and improves energy efficiency by up to 5.2x when compared to implementation results of the accelerator performing the computations using dense states.

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