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complex morlet wavelet  (MathWorks Inc)


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    MathWorks Inc complex morlet wavelet
    Complex Morlet Wavelet, supplied by MathWorks Inc, used in various techniques. Bioz Stars score: 96/100, based on 887 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/result/complex morlet wavelet/product/MathWorks Inc
    Average 96 stars, based on 887 article reviews
    complex morlet wavelet - by Bioz Stars, 2026-04
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    <t>Multiscale</t> <t>entropy</t> <t>(MSE)</t> in extrinsic and intrinsic networks. This figure presents the MSE analysis for intrinsic and extrinsic RSNs. (a) Entropy distributions for intrinsic (FPN, DMN) and extrinsic (VIS, SMN) RSNs. These distributions represent the average results obtained from the 10 MSC subjects. Entropy is plotted across various values of the MSE temporal a‐scale. (b) Graphs comparing the entropy between pairs of RSNs by plotting the average difference (with ±standard deviation) in mean entropy across the 10 MSC subjects. The comparisons are made across different temporal values of a‐scale. The left plot compares two extrinsic networks (SMN minus VIS), the middle plot compares one intrinsic (FPN) minus one extrinsic (SMN) network, and the right plot compares two intrinsic networks (DMN minus FPN). Statistical significance is indicated as follows: * p < .05, ** p < .01, *** p = .001. The remaining pair‐wise comparisons did not reach a statistically significant difference.
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    Image Search Results


    Multiscale entropy (MSE) in extrinsic and intrinsic networks. This figure presents the MSE analysis for intrinsic and extrinsic RSNs. (a) Entropy distributions for intrinsic (FPN, DMN) and extrinsic (VIS, SMN) RSNs. These distributions represent the average results obtained from the 10 MSC subjects. Entropy is plotted across various values of the MSE temporal a‐scale. (b) Graphs comparing the entropy between pairs of RSNs by plotting the average difference (with ±standard deviation) in mean entropy across the 10 MSC subjects. The comparisons are made across different temporal values of a‐scale. The left plot compares two extrinsic networks (SMN minus VIS), the middle plot compares one intrinsic (FPN) minus one extrinsic (SMN) network, and the right plot compares two intrinsic networks (DMN minus FPN). Statistical significance is indicated as follows: * p < .05, ** p < .01, *** p = .001. The remaining pair‐wise comparisons did not reach a statistically significant difference.

    Journal: Human Brain Mapping

    Article Title: Complexity organization of resting‐state functional‐ MRI networks

    doi: 10.1002/hbm.26809

    Figure Lengend Snippet: Multiscale entropy (MSE) in extrinsic and intrinsic networks. This figure presents the MSE analysis for intrinsic and extrinsic RSNs. (a) Entropy distributions for intrinsic (FPN, DMN) and extrinsic (VIS, SMN) RSNs. These distributions represent the average results obtained from the 10 MSC subjects. Entropy is plotted across various values of the MSE temporal a‐scale. (b) Graphs comparing the entropy between pairs of RSNs by plotting the average difference (with ±standard deviation) in mean entropy across the 10 MSC subjects. The comparisons are made across different temporal values of a‐scale. The left plot compares two extrinsic networks (SMN minus VIS), the middle plot compares one intrinsic (FPN) minus one extrinsic (SMN) network, and the right plot compares two intrinsic networks (DMN minus FPN). Statistical significance is indicated as follows: * p < .05, ** p < .01, *** p = .001. The remaining pair‐wise comparisons did not reach a statistically significant difference.

    Article Snippet: The Complexity Toolbox in MATLAB (Complexity Toolbox, ) was employed for conducting the MSE calculations (Complexity Toolbox ©, version 10).

    Techniques: Standard Deviation