Brain white matter fiber estimation and tractography using Q-ball imaging and Bayesian MODEL.Diffusion tensor imaging allows for the non-invasive in vivo mapping of the brain tractography.  This study presents a novel brain white matter tractography method using Q-ball imaging as the data source instead of DTI, because QBI can provide accurate information about multiple fiber crossings and branchings in a single voxel using an orientation distribution function (ODF). 
Q-ball imaging
Brain white matter fiber estimation and tractography using Q-ball imaging and Bayesian MODEL.Diffusion tensor imaging allows for the non-invasive in vivo mapping of the brain tractography.  The presented method also uses graph theory to construct the Bayesian model-based graph, so that the fiber tracking between two voxels can be represented as the shortest path in a graph. 
Bayesian MODEL
Brain white matter fiber estimation and tractography using Q-ball imaging and Bayesian MODEL.Diffusion tensor imaging allows for the non-invasive in vivo mapping of the brain tractography. 
Diffusion tensor imaging
However, fiber bundles have complex structures such as fiber crossings, fiber branchings and fibers with large curvatures that tensor imaging (DTI) cannot accurately handle.  This study presents a novel brain white matter tractography method using Q-ball imaging as the data source instead of DTI, because QBI can provide accurate information about multiple fiber crossings and branchings in a single voxel using an orientation distribution function (ODF). 
DTI
This study presents a novel brain white matter tractography method using Q-ball imaging as the data source instead of DTI, because QBI can provide accurate information about multiple fiber crossings and branchings in a single voxel using an orientation distribution function (ODF). 
QBI
This study presents a novel brain white matter tractography method using Q-ball imaging as the data source instead of DTI, because QBI can provide accurate information about multiple fiber crossings and branchings in a single voxel using an orientation distribution function (ODF). 
ODF