DS1 spectrogram: QuantNAS for super resolution: searching for efficient
  quantization-friendly architectures against quantization noise

QuantNAS for super resolution: searching for efficient quantization-friendly architectures against quantization noise

2208.14839

Authors

Egor Shvetsov,Dmitry Osin,Alexey Zaytsev,Ivan Koryakovskiy,Valentin Buchnev

Abstract

There is a constant need for high-performing and computationally efficient neural network models for image super-resolution: computationally efficient models can be used via low-capacity devices and reduce carbon footprints. One way to obtain such models is to compress models, e.g.

quantization. Another way is a neural architecture search that automatically discovers new, more efficient solutions.

We propose a novel quantization-aware procedure, the QuantNAS that combines pros of these two approaches. To make QuantNAS work, the procedure looks for quantization-friendly super-resolution models.

The approach utilizes entropy regularization, quantization noise, and Adaptive Deviation for Quantization (ADQ) module to enhance the search procedure. The entropy regularization technique prioritizes a single operation within each block of the search space.

Adding quantization noise to parameters and activations approximates model degradation after quantization, resulting in a more quantization-friendly architectures. ADQ helps to alleviate problems caused by Batch Norm blocks in super-resolution models.

Our experimental results show that the proposed approximations are better for search procedure than direct model quantization. QuantNAS discovers architectures with better PSNR/BitOps trade-off than uniform or mixed precision quantization of fixed architectures.

We showcase the effectiveness of our method through its application to two search spaces inspired by the state-of-the-art SR models and RFDN. Thus, anyone can design a proper search space based on an existing architecture and apply our method to obtain better quality and efficiency.

The proposed procedure is 30% faster than direct weight quantization and is more stable.

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