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Differentiable Model Compression via Pseudo Quantization Noise (2104.09987v3)

Published 20 Apr 2021 in stat.ML, cs.AI, and cs.LG

Abstract: We propose DiffQ a differentiable method for model compression for quantizing model parameters without gradient approximations (e.g., Straight Through Estimator). We suggest adding independent pseudo quantization noise to model parameters during training to approximate the effect of a quantization operator. DiffQ is differentiable both with respect to the unquantized weights and the number of bits used. Given a single hyper-parameter balancing between the quantized model size and accuracy, DiffQ optimizes the number of bits used per individual weight or groups of weights, in end-to-end training. We experimentally verify that our method is competitive with STE based quantization techniques on several benchmarks and architectures for image classification, LLMing, and audio source separation. For instance, on the ImageNet dataset, DiffQ compresses a 12 layers transformer-based model by more than a factor of 8, (lower than 4 bits precision per weight on average), with a loss of 0.3% in model accuracy. Code is available at github.com/facebookresearch/diffq.

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Authors (3)
  1. Yossi Adi (96 papers)
  2. Gabriel Synnaeve (97 papers)
  3. Alexandre Défossez (26 papers)
Citations (38)

Summary

  • The paper introduces DiffQ, a differentiable compression technique that uses pseudo quantization noise to optimize both model size and accuracy.
  • It employs a single hyper-parameter to balance compression and performance, achieving notable results such as an 8x reduction on ImageNet with only 0.3% accuracy loss.
  • Experimental validations across image, language, and audio tasks demonstrate DiffQ's competitive efficiency and practical deployment benefits for resource-constrained environments.

An Essay on Differentiable Model Compression via Pseudo Quantization Noise

The paper titled "Differentiable Model Compression via Pseudo Quantization Noise" introduces an innovative approach to deep learning model compression through the proposed method, DiffQ. The authors address the challenge of minimizing the model size without significant sacrifice in accuracy, a priority for implementing deep learning models on resource-constrained platforms such as mobile devices. This research is particularly pertinent given the large model sizes associated with high-performance deep learning models.

Methodology and Core Contributions

DiffQ is a differentiable model compression strategy designed to quantize model parameters without the dependence on gradient approximation techniques like the Straight Through Estimator (STE). The essence of the DiffQ approach lies in introducing pseudo quantization noise, which is presumed independent, to the model parameters during training. This noise acts as a surrogate for the quantization process, while maintaining differentiability with respect to both the unquantized weights and the number of bits utilized for quantization.

A significant contribution of this work is the incorporation of a mechanism to optimize the number of bits assigned per individual model parameter or groups of parameters via an end-to-end training process. The method requires only a single tunable hyper-parameter, lambda (λ\lambda), which balances between model accuracy and size. This features a stark contrast to other methods that may require multiple hyper-parameters or rely on non-differentiable processes.

Experimental Validation

The experimental results provided in the paper showcase the competitiveness of DiffQ with existing methods based on the STE framework. The authors conduct extensive evaluations across several benchmarks, including tasks in image classification, LLMing, and audio source separation. Notably, on the ImageNet dataset, they achieve over an 8x reduction in model size with minimal accuracy degradation (0.3% loss) for a transformer-based model, requiring less than 4 bits per weight on average. These results underscore DiffQ's ability to compress models significantly while preserving their functional integrity.

Strong Numerical Performance

Noteworthy numerical results are achieved using DiffQ across different architectures and application domains. For instance, in the LLMing task using a 16-layer Transformer on the Wikitext-103 dataset, a model size reduction from 942MB to 113MB was achieved with only a slight increase in perplexity from 18.1 to 18.6. Similarly, in music source separation, a reduction in model size from over 1GB to 120MB was attained while retaining nearly comparable Signal-to-Distortion Ratio (SDR). These results highlight DiffQ’s efficacy in producing compact models suitable for deployment in bandwidth-constrained environments, achieving a delicate balance between compression ratio and accuracy.

Theoretical and Practical Implications

Theoretically, DiffQ reflects a sophisticated understanding of quantization processes and offers a novel approach to addressing quantization bias and gradient instability issues inherent in STE methods. The independence of the pseudo quantization noise from model parameters supports unbiased gradient estimates, aiding in achieving optimal convergence. Practically, this method grants practitioners the flexibility to deploy models on a wider range of hardware platforms without compromising performance, effectively bridging the gap between model development and deployment.

Speculations and Future Directions

Future advancements could explore further extending DiffQ's capabilities with Huffman coding or using kernel density estimation techniques to account for entropy in quantized models, potentially reducing model sizes even more. Additionally, the integration of DiffQ with other components requiring quantization, such as activations, could further enhance its applicability and performance across broader contexts.

In conclusion, DiffQ represents a significant contribution to model compression techniques, characterized by its differentiability, simplicity in tuning, and its ability to maintain model performance. The method’s innovative pseudo quantization noise mechanism stands out as a promising path for future research and applications in efficient deep learning model deployment.