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Research map / Learning theory and algorithms / Matrix and tensor methods

When deep denoising meets iterative phase retrieval

ICML 2020 · Learning theory and algorithms › Matrix and tensor methods · approach: Signal recovery and phase retrieval · 5 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Combine ADMM-based phase retrieval with RED using a DnCNN denoiserFourier phase retrieval with random initialization · α=0, overallAverage PSNR: 52.45 -> 61.47Helped
Combine ADMM-based phase retrieval with RED using a DnCNN denoiserFourier phase retrieval with random initialization · α=4, overallAverage PSNR: 28.05 -> 36.06Helped
Use Deep-ITA-S instead of the strongest baseline, prDeepFourier phase retrieval initialized with HIO · α=8, overallAverage PSNR: 29.62 -> 33.04Helped
Use Deep-ITA-S instead of the strongest baseline, prDeepFourier phase retrieval initialized with HIO · α=12, overallAverage PSNR: 27.85 -> 31.17Helped
Use Deep-ITA-S instead of the strongest baseline, prDeepFourier phase retrieval initialized with HIO · α=16, overallAverage PSNR: 25.54 -> 27.76Helped
Relax the oversampling constraint rather than the Fourier measurement constraintDeep-ITA-S versus Deep-ITA-F · Fourier phase retrieval, HIO initialization, α=12, overallAverage PSNR: 29.60 -> 31.17Helped

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