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

prDeep: Robust Phase Retrieval with a Flexible Deep Network

ICML 2018 · Learning theory and algorithms › Matrix and tensor methods · approach: Signal recovery and phase retrieval · 19 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use prDeep instead of the strongest listed baselineCDP phase retrieval · CDP α=9, natural imagesPSNR: 39.9 -> 39.1Hurt
Use prDeep instead of the strongest listed baselineCDP phase retrieval · CDP α=9, unnatural imagesPSNR: 40.6 -> 40.1Hurt
Use prDeep instead of the strongest listed baselineCDP phase retrieval · CDP α=27, natural imagesPSNR: 32.6 -> 32.8Helped
Use prDeep instead of the strongest listed baselineCDP phase retrieval · CDP α=27, unnatural imagesPSNR: 33.4 -> 34.0Helped
Use prDeep instead of the strongest listed baselineCDP phase retrieval · CDP α=81, natural imagesPSNR: 24.5 -> 20.9Hurt
Use prDeep instead of the strongest listed baselineCDP phase retrieval · CDP α=81, unnatural imagesPSNR: 26.9 -> 24.5Hurt
Use prDeep instead of the strongest listed baselineFourier phase retrieval · Fourier α=2, natural imagesPSNR: 29.3 -> 28.4Hurt
Use prDeep instead of the strongest listed baselineFourier phase retrieval · Fourier α=2, unnatural imagesPSNR: 31.3 -> 30.6Hurt
Use prDeep instead of the strongest listed baselineFourier phase retrieval · Fourier α=3, natural imagesPSNR: 26.0 -> 28.5Helped
Use prDeep instead of the strongest listed baselineFourier phase retrieval · Fourier α=3, unnatural imagesPSNR: 25.8 -> 26.4Helped
Use prDeep instead of the strongest listed baselineFourier phase retrieval · Fourier α=4, natural imagesPSNR: 22.0 -> 26.4Helped
Use prDeep instead of the strongest listed baselineFourier phase retrieval · Fourier α=4, unnatural imagesPSNR: 23.4 -> 25.1Helped

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