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Optimal Diffusion Sampling Scheme for High Performance Gradients
Nastaren Abad1, Luca Marinelli1, Radhika Madhavan1, James Kevin DeMarco2, Robert Y Shih2,3, Vincent B Ho2,3, Gail Kohls2, and Tom K.F Foo1
1General Electric Global Research, Niskayuna, NY, United States, 2Walter Reed National Military Medical Center, Bethesda, MD, United States, 3Uniformed Services University of the Health Sciences, Bethesda, MD, United States
To establish a benchmark for future studies this study utilized a data driven approach for optimizing diffusion sampling for high-performance gradients, focusing on b-value and noise performance on uncertainty in tensor estimates & fiber orientation to resolve sub-voxel information.
Figure 5. fODFs over two slices highlight exemplary insets as # directions is uniformly decreased. Interestingly, at half the sample size of the superset, the principal component is retained. Even with the sample size scaled to a 1/4th of the original dataset, the principal component is retained, though, a slight uptick in noise is evident in the fiber crossing and interfacial regions. (“noisy” lobes: yellow circles).
Figure 4. Normalized root mean square error (NRMSE) over 76 WM bundles for FA and Orthogonal Kurtosis highlighting bias developed as # directions sampled is decreased. As is evident, the NRMSE for both FA and kurtosis grows more slowly, indicating stability compared to the standard, however, past 90 directions, the sqrt(N) scaling factor breaks down for both measures albeit the bias is not at the same scale. Interestingly, with uniform sampling over a 3-shell configuration, the bias in metrics can be reduced. Note the y-axis scale for FA and Kurtosis is not the same