• Laser & Optoelectronics Progress
  • Vol. 59, Issue 8, 0810018 (2022)
Shuang Luo1, Hui Huang2、*, and Kaibing Zhang1
Author Affiliations
  • 1School of Electronics and Information, Xi'an Polytechnic University, Xi'an , Shaanxi 710048, China
  • 2School of Vocational and Technical Education, Guangxi Science & Technology Normal University, Laibin , Guangxi 546199, China
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    DOI: 10.3788/LOP202259.0810018 Cite this Article Set citation alerts
    Shuang Luo, Hui Huang, Kaibing Zhang. Boosting Regression-Based Single-Image Super-Resolution Reconstruction[J]. Laser & Optoelectronics Progress, 2022, 59(8): 0810018 Copy Citation Text show less
    Framework of the proposed method
    Fig. 1. Framework of the proposed method
    Block diagram of Boosting regressor learning algorithm
    Fig. 2. Block diagram of Boosting regressor learning algorithm
    Block diagram of refinement stage
    Fig. 3. Block diagram of refinement stage
    Performance comparison of different super-resolution methods on Set5 dataset for ×3 magnification
    Fig. 4. Performance comparison of different super-resolution methods on Set5 dataset for ×3 magnification
    Super-resolution results of “Flower” in Set10 dataset for ×3 magnification. (a) Original image; (b) A+ method; (c) SRCNN method; (d) Zhang's method; (e) MMPM method; (f) Ours
    Fig. 5. Super-resolution results of “Flower” in Set10 dataset for ×3 magnification. (a) Original image; (b) A+ method; (c) SRCNN method; (d) Zhang's method; (e) MMPM method; (f) Ours
    Super-resolution results of “Img092” in Urban100 dataset for ×3 magnification. (a) Original image; (b) A+ method; (c) SRCNN method; (d) Zhang's method; (e) MMPM method; (f) Ours
    Fig. 6. Super-resolution results of “Img092” in Urban100 dataset for ×3 magnification. (a) Original image; (b) A+ method; (c) SRCNN method; (d) Zhang's method; (e) MMPM method; (f) Ours
    Super-resolution results on real-world dataset for ×3 magnification. (a) A+ method; (b) SRCNN method; (c) Zhang's method; (d) MMPM method; (e) Ours
    Fig. 7. Super-resolution results on real-world dataset for ×3 magnification. (a) A+ method; (b) SRCNN method; (c) Zhang's method; (d) MMPM method; (e) Ours
    Influence of parameter T on the average PSNR in B100 dataset
    Fig. 8. Influence of parameter T on the average PSNR in B100 dataset
    Influence of parameter T on the average PSNR in Set10 dataset
    Fig. 9. Influence of parameter T on the average PSNR in Set10 dataset
    Influence of sub-dictionary size on the reconstruction results in Set5 dataset. (a) Average PSNR value varing with sub-dictionary size; (b) average SSIM value varing with sub-dictionary size
    Fig. 10. Influence of sub-dictionary size on the reconstruction results in Set5 dataset. (a) Average PSNR value varing with sub-dictionary size; (b) average SSIM value varing with sub-dictionary size
    DatasetEvaluation indexA+SRCNNZhang’sMMPM

    Ours

    K=512)

    Ours

    K=1024)

    Set5PSRN36.4136.3536.1936.8036.7736.81
    SSIM0.9510.9520.9500.9560.9550.955
    Set10PSRN33.0032.9432.7633.4333.5033.56
    SSIM0.9270.9270.9250.9330.9330.934
    Set14PSRN32.2232.2332.0732.4332.5032.53
    SSIM0.9020.9040.8990.9070.9070.907
    B100PSRN31.0931.1330.9431.3531.3531.38
    SSIM0.8810.8840.8770.8890.8890.889
    Urban100PSRN28.9829.0728.9729.5129.6429.69
    SSIM0.8860.8890.8860.8980.9000.900
    Table 1. Average PSNR and SSIM values of different methods for ×2 magnification
    DatasetEvaluation indexA+SRCNNZhang’sMMPM

    Ours

    K=512)

    Ours

    K=1024)

    Set5PSRN32.4632.4132.5632.6632.7632.78
    SSIM0.9050.9040.9070.9100.9110.911
    Set10PSRN29.0429.0729.1129.2529.4029.48
    SSIM0.8450.8430.8480.8520.8550.856
    Set14PSRN29.0929.0229.1029.1929.2229.25
    SSIM0.8160.8140.8160.8210.8190.820
    B100PSRN28.1628.1928.2228.3328.3528.38
    SSIM0.7750.7790.7790.7860.7850.785
    Urban100PSRN25.9325.8526.0226.1026.2526.28
    SSIM0.7920.7870.7940.7980.8040.806
    Table 2. Average PSNR and SSIM values of different methods for ×3 magnification
    RSet5Set10Set14B100Urban100
    PSNRSSIMPSNRSSIMPSNRSSIMPSNRSSIMPSNRSSIM
    132.6100.908129.1970.850829.1330.817828.2840.782625.9980.7956
    232.7450.910329.3680.854429.2170.819328.3490.784326.1990.8018
    332.7590.910729.4030.855229.2190.819428.3500.784526.2580.8039
    Table 3. Performance evaluation on five benchmarks by using different cascaded times
    Shuang Luo, Hui Huang, Kaibing Zhang. Boosting Regression-Based Single-Image Super-Resolution Reconstruction[J]. Laser & Optoelectronics Progress, 2022, 59(8): 0810018
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