Laser & Optoelectronics Progress, Volume. 55, Issue 3, 031004(2018)

Multiplicative Denoising Method Based on Deep Residual Learning

Ming Zhang, Xiaoqi Lü*, Liang Wu, and Dahua Yu
Author Affiliations
  • School of Information Engineering, Inner Mongolia University of Science and Technology, Baotou, Inner Mongolia 014010, China
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    Figures & Tables(11)
    Architecture of residual learning
    Architecture of the CNN
    Test images used in the experiment
    Results of different methods for test images under the same noise level. (a) Noise images; (b) Lee method; (c) Frost method; (d) BM3D method; (e) NL method; (f) CNN method
    Detail comparison of different denoising methods.(a) Lee method; (b) Frost method; (c) BM3D method; (d) NL method; (e) CNN method
    Denoising results of CNN method under different noise levels. (a) σ2=0.02; (b) σ2=0.04;(c) σ2=0.06; (d) σ2=0.08; (e) σ2=0.1
    (a) PSNR and (b) SSIM of different denoising methods versus noise level
    • Table 1. PSNR of different methods for test images under the same noise leveldB

      View table

      Table 1. PSNR of different methods for test images under the same noise leveldB

      ImageLeeFrostBM3DNLCNN
      Lena26.4025.1420.8828.2230.59
      Baboon23.2122.3520.5422.3326.06
      Barbara23.5723.2021.6623.1628.45
      Boats25.4024.1420.3225.5028.65
      Peppers25.9724.8720.8728.4530.14
      Satellite25.5823.6220.0625.8328.38
      Average25.0223.8920.7225.5828.71
    • Table 2. SSIM of different methods for test images under the same noise level

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      Table 2. SSIM of different methods for test images under the same noise level

      ImageLeeFrostBM3DNLCNN
      Lena0.6470.4960.4010.7330.846
      Baboon0.5640.4830.5170.4510.756
      Barbara0.6000.5100.5590.5870.855
      Boats0.6340.5100.4240.6470.784
      Peppers0.6420.4710.4160.7310.804
      Satellite0.5720.4250.3440.5720.719
      Average0.6100.4820.4440.6200.794
    • Table 3. PSNR of different methods under different noise levelsdB

      View table

      Table 3. PSNR of different methods under different noise levelsdB

      NoiseimageLeeFrostBM3DNLCNN
      σ2=0.0227.7127.5825.0028.9532.99
      σ2=0.0426.3625.0820.8728.1930.66
      σ2=0.0625.3723.6018.8527.5329.25
      σ2=0.0824.5522.5217.5126.9728.19
      σ2=0.1024.0021.6216.4826.4227.18
      Average25.6024.0819.7427.6129.65
    • Table 4. SSIM of different methods under different noise levels

      View table

      Table 4. SSIM of different methods under different noise levels

      NoiseimageLeeFrostBM3DNLCNN
      σ2=0.020.7360.6020.5580.7790.882
      σ2=0.040.6430.4950.4010.7300.843
      σ2=0.060.5830.4320.3320.6920.817
      σ2=0.080.5400.3910.2840.6620.795
      σ2=0.100.5010.3570.2450.6330.774
      Average0.6010.4550.3640.6990.822
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    Ming Zhang, Xiaoqi Lü, Liang Wu, Dahua Yu. Multiplicative Denoising Method Based on Deep Residual Learning[J]. Laser & Optoelectronics Progress, 2018, 55(3): 031004

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    Paper Information

    Category: Image processing

    Received: Sep. 5, 2017

    Accepted: --

    Published Online: Sep. 10, 2018

    The Author Email: Lü Xiaoqi ( lxiaoqi@126.com)

    DOI:10.3788/LOP55.031004

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