MLLGOct 5, 2017

To prune, or not to prune: exploring the efficacy of pruning for model compression

arXiv:1710.01878v21457 citations
Originality Incremental advance
AI Analysis

This addresses model compression for energy-efficient inference in resource-constrained settings, presenting an incremental improvement with a new gradual pruning technique.

The paper investigates pruning versus reducing hidden units for model compression in resource-constrained environments, finding that large-sparse models consistently outperform small-dense models with up to 10x parameter reduction and minimal accuracy loss.

Model pruning seeks to induce sparsity in a deep neural network's various connection matrices, thereby reducing the number of nonzero-valued parameters in the model. Recent reports (Han et al., 2015; Narang et al., 2017) prune deep networks at the cost of only a marginal loss in accuracy and achieve a sizable reduction in model size. This hints at the possibility that the baseline models in these experiments are perhaps severely over-parameterized at the outset and a viable alternative for model compression might be to simply reduce the number of hidden units while maintaining the model's dense connection structure, exposing a similar trade-off in model size and accuracy. We investigate these two distinct paths for model compression within the context of energy-efficient inference in resource-constrained environments and propose a new gradual pruning technique that is simple and straightforward to apply across a variety of models/datasets with minimal tuning and can be seamlessly incorporated within the training process. We compare the accuracy of large, but pruned models (large-sparse) and their smaller, but dense (small-dense) counterparts with identical memory footprint. Across a broad range of neural network architectures (deep CNNs, stacked LSTM, and seq2seq LSTM models), we find large-sparse models to consistently outperform small-dense models and achieve up to 10x reduction in number of non-zero parameters with minimal loss in accuracy.

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