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Applied Mathematics Commons

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Medicine and Health Sciences

Magnetic resonance imaging

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Full-Text Articles in Applied Mathematics

Multiple Subject Barycentric Discriminant Analysis (Musubada): How To Assign Scans To Categories Without Using Spatial Normalization, Hervé Abdi, Lynne J. Williams, Andrew C. Connolly, M. Ida Gobbini Dec 2012

Multiple Subject Barycentric Discriminant Analysis (Musubada): How To Assign Scans To Categories Without Using Spatial Normalization, Hervé Abdi, Lynne J. Williams, Andrew C. Connolly, M. Ida Gobbini

Dartmouth Scholarship

We present a new discriminant analysis (DA) method called Multiple Subject Barycentric Discriminant Analysis (MUSUBADA) suited for analyzing fMRI data because it handles datasets with multiple participants that each provides different number of variables (i.e., voxels) that are themselves grouped into regions of interest (ROIs). Like DA, MUSUBADA (1) assigns observations to predefined categories, (2) gives factorial maps displaying observations and categories, and (3) optimally assigns observations to categories. MUSUBADA handles cases with more variables than observations and can project portions of the data table (e.g., subtables, which can represent participants or ROIs) on the factorial maps. Therefore MUSUBADA can …


Methods For Volume Measurement In 3d Images, Kevin J. Black Jan 2001

Methods For Volume Measurement In 3d Images, Kevin J. Black

Kevin J. Black, MD

This letter attempted to politely direct readers of a later, remarkably similar publication to my original publication. The full text as submitted is attached as a PDF file.
The poster cited in the attached letter is available here.
ADDENDUM: Approximately the same work as the article discussed in this letter was also published as: Rajapakse JC: Random-grid stereologic volumetry of MR head scans. J Magn Reson Imaging 12:833-841, 2000. I wrote a similar, unpublished letter to the editor of JMRI in 12/2000.