Table 2.
Processing | Program | Steps and descriptions |
---|---|---|
Diffusion tensor imaging | TORTOISE | 1. Axialization of images (similar to MIPAV) to optimize alignment without warping or changing intensity parameters, by calculating an affine alignment to the UNC neonate structural template. |
2. DIFFPREP: Distortion corrections for participant motion, eddy currents and basic echo-planar imaging (EPI) distortions separately on each anterior-posterior and posterior-anterior encoded image. | ||
3. DR-BUDDI: Merging encoded sets and further EPI distortion corrections. | ||
AFNI | 4. Post processing and diffusion tensor parameter fitting. | |
Resting state | AFNI | 1. Stabilizing magnetic field by removing first four EPI volumes per scan. |
2. Exclusion of outlier signal intensities per voxel using 3dDespike. | ||
3. Motion correction by rigid-body alignment of each EPI to the third volume, and resampling of data to 2.5 mm in three spatial dimensions. | ||
4. Intermediate anatomical registration to T2 images to derive displacement factors and final registration to UNC neonate atlas. | ||
5. Spatial smoothing using 5 mm full width at half-maximum (FWHM). | ||
6. Registration of individual resting state images to UNC neonate atlas, and utilization of the 90 regions as masks to extract time series data. | ||
Graph theoretical analysis | GAT | 1. Creation of small-world networks. |
2. Threshholding of association matrices at a range of network densities. | ||
3. Extraction of clustering coefficient that provides an indication of local segregation of networks i.e. mean connectivity among nodes. | ||
3. Extraction of characteristic path length that provides an indication of network integration i.e. mean shortest path length between nodes. | ||
4. Creation of random networks with regions and edges comparable to that of the actual brain network, to evaluate the clustering coefficient and characteristic path length, and determine network arrangement. | ||
BCT | 5. Estimation of nodal betweenness centrality that determines all shortest path lengths of connections between local regions. | |
6. Identification of hubs based on nodal betweenness centrality output. | ||
6. Nonparametric permutation testing (1000 permutations) to investigate group differences. Comparison of small-world index, clustering coefficient and characteristic path length by group across a range of densities (0.1 to 0.4); and regional network measures e.g. nodal betweenness centrality at minimum density (0.1). |
AFNI, Analysis of Functional NeuroImages; BCT, Brain Connectivity Toolbox; GAT, Graph Theoretical Analysis Toolbox; MIPAV, Medical Image Processing, Analysis, and Visualization; TORTOISE, Tolerably Obsessive Registration and Tensor Optimization Indolent Software Ensemble; UNC, University of California