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pretrained neural network  (Nikon)


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    Nikon pretrained neural network
    Pretrained Neural Network, supplied by Nikon, used in various techniques. Bioz Stars score: 99/100, based on 37545 PubMed citations. ZERO BIAS - scores, article reviews, protocol conditions and more
    https://www.bioz.com/result/pretrained neural network/product/Nikon
    Average 99 stars, based on 37545 article reviews
    pretrained neural network - by Bioz Stars, 2026-04
    99/100 stars

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    R 1 mapping results for a single participant. Top right of figure shows the FLAIR image obtained from 3 T MRI and co-registered to FCI image space. Brain maps consist of quantitative maps of R 1 at 0.2 mT (left) and dispersion slope b (right). Maps are shown for each fitting model F1 and S1–S4, with motion correction and denoising applied before fitting. Image contrast contained within R 1 maps can be seen to differentiate between SVD regions (hypointense) and WM and GM regions (hyperintense). Matching histogram distributions of R 1 at 0.2 mT are shown for regions of WMH (black) and WM (red)

    Journal: Magma (New York, N.y.)

    Article Title: Field-cycling imaging yields repeatable brain R 1 dispersion measurement at fields strengths below 0.2 Tesla with optimal fitting routine

    doi: 10.1007/s10334-025-01230-w

    Figure Lengend Snippet: R 1 mapping results for a single participant. Top right of figure shows the FLAIR image obtained from 3 T MRI and co-registered to FCI image space. Brain maps consist of quantitative maps of R 1 at 0.2 mT (left) and dispersion slope b (right). Maps are shown for each fitting model F1 and S1–S4, with motion correction and denoising applied before fitting. Image contrast contained within R 1 maps can be seen to differentiate between SVD regions (hypointense) and WM and GM regions (hyperintense). Matching histogram distributions of R 1 at 0.2 mT are shown for regions of WMH (black) and WM (red)

    Article Snippet: After motion correction, images were denoised using a pretrained denoising convolutional neural network (dnCNN) approach contained within MATLAB, introduced in R2017b [ ].

    Techniques: Dispersion