CVLGIVMLNov 26, 2019

Noise Robust Generative Adversarial Networks

arXiv:1911.11776v232 citationsHas Code
Originality Incremental advance
AI Analysis

This addresses a practical issue for image generation and denoising tasks where training data is often corrupted by noise, though it appears incremental as it builds on existing GAN frameworks.

The paper tackles the problem of training generative adversarial networks (GANs) on noisy images by proposing noise robust GANs (NR-GANs), which learn a clean image generator without requiring complete noise information, and demonstrates effectiveness on three benchmark datasets and applicability in image denoising.

Generative adversarial networks (GANs) are neural networks that learn data distributions through adversarial training. In intensive studies, recent GANs have shown promising results for reproducing training images. However, in spite of noise, they reproduce images with fidelity. As an alternative, we propose a novel family of GANs called noise robust GANs (NR-GANs), which can learn a clean image generator even when training images are noisy. In particular, NR-GANs can solve this problem without having complete noise information (e.g., the noise distribution type, noise amount, or signal-noise relationship). To achieve this, we introduce a noise generator and train it along with a clean image generator. However, without any constraints, there is no incentive to generate an image and noise separately. Therefore, we propose distribution and transformation constraints that encourage the noise generator to capture only the noise-specific components. In particular, considering such constraints under different assumptions, we devise two variants of NR-GANs for signal-independent noise and three variants of NR-GANs for signal-dependent noise. On three benchmark datasets, we demonstrate the effectiveness of NR-GANs in noise robust image generation. Furthermore, we show the applicability of NR-GANs in image denoising. Our code is available at https://github.com/takuhirok/NR-GAN/.

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