Acta Optica Sinica, Volume. 43, Issue 19, 1911004(2023)

Disparity Estimation Method Based on Focal Stack Disparity Dimension Super-Resolution

Yukai Wang, Chang Liu*, and Jun Qiu
Author Affiliations
  • Institute of Applied Mathematics, Beijing Information Science and Technology University, Beijing 100101, China
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    Figures & Tables(19)
    Focal stack data and its spectra. (a) Focal stack data; (b) focal stack spectrum
    Focal stack and spectrum with low disparity resolution. (a) Focal stack with low disparity resolution; (b) focal stack spectrum with low disparity resolution
    Frequency response curves of different filters. (a) Ideal filter and Butterworth filter; (b) frequency response curve
    Process of focal stack disparity dimension filtering
    Focal stack disparity dimensional super-resolution results. (a) s=-1.68; (b) s=-0.84; (c) s=0; (d) s=0.84; (e) s=1.68
    Disparity map estimation using different resolution focal stacks. (a) Cotton scene; (b) Pens scene; (c) Platonic scene; (d) Table scene
    Generating focal stack from light field projection. (a) s=-1.68; (b) s=-0.84; (c) s=0; (d) s=0.84; (e) s=1.68
    Generating focusing stack from FDL generation. (a) s=-1.68; (b) s=-0.84; (c) s=0; (d) s=0.84; (e) s=1.68
    Disparity estimation results of light field projection method and FDL generation method. (a) Cotton scene; (b) Pens scene; (c) Platonic scene; (d) Table scene
    Disparity dimension super-resolution results of Butterworth filter with different K values. (a) Focal stack; (b) section; (c) partial enlarged view
    Disparity maps estimated after disparity dimensions super-resolution of Butterworth filter with different Kvalues. (a) Cotton scene; (b) Pens scene; (c) Platonic scene; (d) Table scene
    Disparity dimension super-resolution results of Bottles scene at different Kvalues. (a) n=6; (b) n=12; (c) n=18; (d) n=24
    Disparity dimension super-resolution results of Metals scene at different K values. (a) n=6; (b) n=12; (c) n=18; (d) n=24
    Quantitative evaluation results of disparity dimension super-resolution of Butterworth filtering with different K values. (a) PSNR; (b) SSIM
    Disparity estimation results of measured data. (a) Disparity estimation using sparse focal stack in disparity dimension; (b) disparity estimation using dense focal stack of disparity dimension super-resolution; (c) disparity estimation using actual disparity dimension dense focal stack
    Comparison of disparity curves in measured scenes. (a) Disparity map; (b) disparity curves
    • Table 1. Comparison of focal stack disparity estimation results before and after super-resolution and groundtruth

      View table

      Table 1. Comparison of focal stack disparity estimation results before and after super-resolution and groundtruth

      DataPSNR /dBSSIM
      CottonPensPlatonicTableCottonPensPlatonicTable
      16 images54.871452.580954.498855.50020.98350.96320.98230.9833
      Butterworth56.840355.998957.110257.43760.98640.98130.98520.9876
    • Table 2. Comparison between disparity maps under different methods and groundtruth

      View table

      Table 2. Comparison between disparity maps under different methods and groundtruth

      MethodPSNR /dBSSIM
      CottonPensPlatonicTableCottonPensPlatonicTable
      Light field projection56.426353.842756.326457.55010.98490.97180.98230.9878
      FDL generation53.572456.140757.834758.30130.97510.98400.98830.9905
    • Table 3. Comparison of estimated disparity maps after disparity dimensions super-resolution of Butterworth filter with different K and groundtruth

      View table

      Table 3. Comparison of estimated disparity maps after disparity dimensions super-resolution of Butterworth filter with different K and groundtruth

      KPSNR/dBSSIM
      CottonPensPlatonicTableCottonPensPlatonicTable
      0.654.253655.300956.136156.53170.97360.97890.98100.9833
      6055.566855.156856.888456.65490.98150.97820.98430.9837
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    Yukai Wang, Chang Liu, Jun Qiu. Disparity Estimation Method Based on Focal Stack Disparity Dimension Super-Resolution[J]. Acta Optica Sinica, 2023, 43(19): 1911004

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    Paper Information

    Category: Imaging Systems

    Received: Mar. 29, 2023

    Accepted: Apr. 24, 2023

    Published Online: Sep. 28, 2023

    The Author Email: Chang Liu (liu.chang.cn@ieee.org)

    DOI:10.3788/AOS230727

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