Acta Physica Sinica, Volume. 69, Issue 10, 108703-1(2020)

Study of multiscale entropy model to evaluate the cognitive behavior of healthy elderly people based on resting state functional magnetic resonance imaging

Fu-Yi Zhang1,2, Man-Ling Ge1,2、*, Zhi-Tong Guo1,2, Chong Xie1,2, Ze-Kun Yang1,2, and Zi-Bo Song1,2
Author Affiliations
  • 1State Key Laboratory of Reliability and Intelligence of Electrical Equipment, Hebei University of Technology, Tianjin 300130, China
  • 2Hebei Key Laboratory of Electromagnetic Field and Electrical Apparatus Reliability, Hebei University of Technology, Tianjin 300130, China
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    Figures & Tables(12)
    Flowchart of ELM classifier.
    The number of significant brain regions when changing scale factor τ, embedding dimension m and similar factor r in the MSE model: (a) τ = 1; (b) τ = 2; (c) τ = 3; (d) τ = 4; (e) τ = 5; (f) τ = 6; (g) average number of significant brain regions over the scale factor τ (p r changed from 0.05 to 0.6 with a step of 0.05 and parameter of m = 1 (redline) was fixed and m = 2 (blueline) respectively (p < 0.05).
    Sorting effects of similarity factor rby ROC and AUC value in a single brain region when the similarity factor ris setfrom 0.05 to 0.6 with a step of 0.05 and parameters of m = 1, τ = 5 fixed in the MSE model: (a) PCG.L:left posterior cingulate gyrus; (b)STG.R: right superior temporal gyrus; (c) MOG.R: right middle occipital gyrus; (d) PoCG.R: right postcentral gyrus. In above two planes such as (a) and (b), a single sensitive brain area to cognitive testing score could be characted by both ROC beyond the reference line and great AUC value, therefore, be employed as a functional biomarker in this study. In reverse, a single insensitive brain area could be characted by both ROC around the reference line and small AUC value in below two planes such as (c) and (d).
    Sorting effects of scale factor τby ROC and AUC value in a single brain region when the scale factor τis set from 1 to 6 with a step of 1 and the optimization parameters of m = 1 and r =0.5 fixed in the MSE model: (a) PCG.L: left posterior cingulate gyrus; (b) STG.R: right superior temporal gyrus; (c) MOG.R: rightmiddle occipital gyrus; (d) PoCG.R: rightpostcentral gyrus.In above two planes such as (a) and (b), a single sensitive brain area to the cognitive testing score could be characted by both ROC beyond the reference line and great AUC value, therefore, be employed as a functional biomaker in this study. In reverse, a single insensitive brain area to the cognitive testing score could be characted by both ROC around the reference line and small AUC value in below two planes such as (c) and (d).
    Respective ROC and AUC value of a single indicative brain region, a single non-indicative brain regions and a total of 9 indicative brain regions at the optimization parameters of m = 1, r = 0.5 and τ = 5 in the MSE model: (a) A single indicative brain region. A total of 9 indicative brain regions. (b)a single of non-indicative brain region. A total of 9 non-indicative brain regions are randomly chosen; (c) a total of 9 indicative brain regions all together.
    Inter-group MSE values change with the parameter of scale factor τ (from 1 to 5 with a step of 1) in a total of 9 indicative brain regions: (a) CAL.R; (b) SFGmed.L; (c) PCG.L; (d) ITG.L; (e) STG.R; (f) CUN.R; (g) PUT.R; (h) HIP.R; (i)TPOmid.R. (*p < 0.05).
    Classification accuracy tested by ELM. Two groups of samples with excellent cognitive scores (Category 1) and poor cognitive scores (Category 0) could be classified at a sorting rate of about 80%.
    • Table 1. [in Chinese]

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      Table 1. [in Chinese]

      Similarity factor (r) PCG.LSTG.RMOG.RPoCG.R
      r = 0.05 0.5570.5180.5120.535
      r = 0.10 0.5970.5780.4630.502
      r = 0.15 0.5410.6130.4590.450
      r = 0.20 0.5230.6190.5420.479
      r = 0.25 0.6120.5780.5100.515
      r = 0.30 0.5800.6160.5500.567
      r = 0.35 0.5520.5880.4920.603
      r = 0.30 0.5480.5820.5430.544
      r = 0.45 0.5610.6210.5420.519
      r = 0.50 0.6440.6380.5070.550
      r = 0.55 0.6650.6160.4990.547
      r = 0.60 0.6410.6240.5190.507
    • Table 2. [in Chinese]

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      Table 2. [in Chinese]

      Scale factor (τ) PCG.LSTG.RMOG.RPoCG.R
      τ = 1 0.5320.6280.5220.508
      τ = 2 0.5260.6140.5310.510
      τ = 3 0.5730.6200.5290.521
      τ = 4 0.4940.6170.5060.512
      τ = 5 0.6440.6380.5070.550
      τ = 6 0.5420.5340.5510.539
    • Table 3.

      Inter-group difference significance of eigenvectors at similarity factors(r).

      几种不同相似系数r时所构建特征向量的组间显著性差异

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      Table 3.

      Inter-group difference significance of eigenvectors at similarity factors(r).

      几种不同相似系数r时所构建特征向量的组间显著性差异

      Similarity factor (r) Significance (p-value) Similarity factor (r) Significance (p-value)
      0.150.62200.250.0358
      0.350.01600.450.0027
      0.50< 0.001
    • Table 4.

      Inter-group difference significance of eigenvectors at the scale factor(τ).

      几种不同尺度因子τ时所构建特征向量的组间显著性差异

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      Table 4.

      Inter-group difference significance of eigenvectors at the scale factor(τ).

      几种不同尺度因子τ时所构建特征向量的组间显著性差异

      Scale factor (τ) Significance (p-value) Scale factor (τ) Significance (p-value)
      10.055920.0328
      30.006940.0101
      5< 0.001
    • Table 5.

      Classification rate (CR) tested by 10-fold cross validation.

      经10折交叉验证得到的分类精度

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      Table 5.

      Classification rate (CR) tested by 10-fold cross validation.

      经10折交叉验证得到的分类精度

      NCRNCRNCR
      10.632561.0000Average0.8013
      21.000070.7906
      30.900080.6838
      40.632590.6838
      51.0000100.6895
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    Fu-Yi Zhang, Man-Ling Ge, Zhi-Tong Guo, Chong Xie, Ze-Kun Yang, Zi-Bo Song. Study of multiscale entropy model to evaluate the cognitive behavior of healthy elderly people based on resting state functional magnetic resonance imaging[J]. Acta Physica Sinica, 2020, 69(10): 108703-1

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    Paper Information

    Category:

    Received: Jan. 8, 2020

    Accepted: --

    Published Online: Nov. 30, 2020

    The Author Email:

    DOI:10.7498/aps.69.20200050

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