Registration of subject and control brains to a common anatomical space or template is the basis for quantitatively delineating regions of abnormality in an individual brain. Normally, a brain atlas is chosen as the template. Limitations in the registration process result in persis-tent differences between individual subject brains and template, which can be a source of error in an analysis. We propose a new approach to the registration process where the sub-ject of interest is the registration template. Through this change, we eliminate errors due to differences between a brain template and a subject’s brain. We applied this method to the analysis of FA values derived from DTI data of 20 individual mTBI patients as compared to 48 healthy c...
Diffusion weighted imaging (DWI) is key in clinical neuroimaging studies. In recent years, DWI has u...
International audienceDeep brain stimulation (DBS) therapy requires extensive patient-specific plann...
Erratum: The tensor $W_j$ should be defined as $W_j = J^T.J$ and not as $W_j = J.J^T$.International ...
Registration of subject and control brains to a common anatomical space or template is the basis for...
<div><p>Registration of subject and control brains to a common anatomical space or <i>template</i> i...
Voxel based morphometry (VBM) has been increasingly applied to detect diffusion tensor (DT) image ab...
A digital human brain atlas plays a crucial role in brain mapping for the neuroimaging community. Tr...
Tract-based spatial statistics (TBSS) is a popular method for the analysis of diffusion tensor imagi...
Spatial normalization is an essential process for group comparisons in functional MRI stud-ies. In p...
Neuroimaging consortia such as ENIGMA can significantly improve power to discover factors that affec...
<div><p>Abstract Introduction: The search for human brain templates has been progressing in the past...
This thesis concerns with the registration of the diffusion tensor (DT) magnetic resonance images wh...
Purpose: To introduce a framework that automatically identifies regions of anatomical abnormality wi...
Group-wise analyses of DTI in mTBI have demonstrated evidence of traumatic axonal injury (TAI), asso...
Deep brain stimulation (DBS) therapy requires extensive patient-specific planning prior to implantat...
Diffusion weighted imaging (DWI) is key in clinical neuroimaging studies. In recent years, DWI has u...
International audienceDeep brain stimulation (DBS) therapy requires extensive patient-specific plann...
Erratum: The tensor $W_j$ should be defined as $W_j = J^T.J$ and not as $W_j = J.J^T$.International ...
Registration of subject and control brains to a common anatomical space or template is the basis for...
<div><p>Registration of subject and control brains to a common anatomical space or <i>template</i> i...
Voxel based morphometry (VBM) has been increasingly applied to detect diffusion tensor (DT) image ab...
A digital human brain atlas plays a crucial role in brain mapping for the neuroimaging community. Tr...
Tract-based spatial statistics (TBSS) is a popular method for the analysis of diffusion tensor imagi...
Spatial normalization is an essential process for group comparisons in functional MRI stud-ies. In p...
Neuroimaging consortia such as ENIGMA can significantly improve power to discover factors that affec...
<div><p>Abstract Introduction: The search for human brain templates has been progressing in the past...
This thesis concerns with the registration of the diffusion tensor (DT) magnetic resonance images wh...
Purpose: To introduce a framework that automatically identifies regions of anatomical abnormality wi...
Group-wise analyses of DTI in mTBI have demonstrated evidence of traumatic axonal injury (TAI), asso...
Deep brain stimulation (DBS) therapy requires extensive patient-specific planning prior to implantat...
Diffusion weighted imaging (DWI) is key in clinical neuroimaging studies. In recent years, DWI has u...
International audienceDeep brain stimulation (DBS) therapy requires extensive patient-specific plann...
Erratum: The tensor $W_j$ should be defined as $W_j = J^T.J$ and not as $W_j = J.J^T$.International ...