• Laser & Optoelectronics Progress
  • Vol. 57, Issue 14, 141023 (2020)
Yan Wang*, Jiying Li, Yilin Yang, Yongqian Yu, and Jinghui Wang
Author Affiliations
  • School of Electronics and Information Engineering, Lanzhou Jiaotong University, Lanzhou, Gansu 730070, China
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    DOI: 10.3788/LOP57.141023 Cite this Article Set citation alerts
    Yan Wang, Jiying Li, Yilin Yang, Yongqian Yu, Jinghui Wang. Breast Tumor Segmentation Based on SLIC and GVF Snake Algorithm[J]. Laser & Optoelectronics Progress, 2020, 57(14): 141023 Copy Citation Text show less
    Intercepting the MRI image of the breast
    Fig. 1. Intercepting the MRI image of the breast
    SLIC results comparison chart. (a) Original image; (b) pre-processing result map; (c) SLIC algorithm segmentation result map when K'K; (d) adaptive K value corresponding result map; (e) result graph when K'>K
    Fig. 2. SLIC results comparison chart. (a) Original image; (b) pre-processing result map; (c) SLIC algorithm segmentation result map when K'<K; (d) adaptive K value corresponding result map; (e) result graph when K'>K
    PR curves corresponding to different K values
    Fig. 3. PR curves corresponding to different K values
    Experimental results. (a1)-(d1) Original images; (a2)-(d2) gradient images; (a3)-(d3) results of watershed algorithm; (a4)-(d4) results of level set algorithm; (a5)-(d5) results of GVF Snake algorithm; (a6)-(d6) results of proposed algorithm; (a7)-(d7) results of standard segmentation
    Fig. 4. Experimental results. (a1)-(d1) Original images; (a2)-(d2) gradient images; (a3)-(d3) results of watershed algorithm; (a4)-(d4) results of level set algorithm; (a5)-(d5) results of GVF Snake algorithm; (a6)-(d6) results of proposed algorithm; (a7)-(d7) results of standard segmentation
    PR curves and DICE linear graph of different segmentation models. (a) PR curves; (b) DICE linear graph
    Fig. 5. PR curves and DICE linear graph of different segmentation models. (a) PR curves; (b) DICE linear graph
    IndexFig. 1(a)Fig. 1(b)Fig. 1(c)
    1001251505071100151850
    DICE0.83070.84190.82420.83820.84410.83010.76570.77000.7394
    VOE0.33830.31600.35150.32360.31170.33970.46860.45990.5212
    Table 1. Evaluation of segmentation results of different K values
    IndexK'>KK'<KK'=K
    MAE0.1738020.1724180.171266
    Table 2. Average absolute error corresponding to different K values
    Algorithm indexDICEVOERVDPrecisionRecall
    Fig. 4(a)Fig. 4(b)Fig. 4(a)Fig. 4(b)Fig. 4(a)Fig. 4(b)Fig. 4(a)Fig. 4(b)Fig. 4(a)Fig. 4(b)
    Level set0.91010.91730.16620.16210.18100.17630.84030.84850.99250.9981
    SLIC0.84190.84410.31600.31170.37520.36930.72710.73030.92040.9327
    GVF Snake0.89870.88980.20240.10180.22520.00180.81610.78700.92580.9483
    Watershed0.91610.91220.15340.17050.16610.18640.85090.84060.99220.9973
    SLIC+GVF Snake0.93050.93570.12550.09350.13390.08930.87550.98160.99280.8939
    Table 3. Evaluation indicators for different segmentation models
    Yan Wang, Jiying Li, Yilin Yang, Yongqian Yu, Jinghui Wang. Breast Tumor Segmentation Based on SLIC and GVF Snake Algorithm[J]. Laser & Optoelectronics Progress, 2020, 57(14): 141023
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