4.4 Article

FALSE DISCOVERY RATE ANALYSIS OF BRAIN DIFFUSION DIRECTION MAPS

Journal

ANNALS OF APPLIED STATISTICS
Volume 2, Issue 1, Pages 153-175

Publisher

INST MATHEMATICAL STATISTICS-IMS
DOI: 10.1214/07-AOAS133

Keywords

Diffusion tensor imaging; directional statistics; multiple testing; empirical null; spatial smoothing

Funding

  1. William R. and Sara Hart Kimball Stanford Graduate Fellowship
  2. Schwab Foundation for Learning
  3. NIH [EY-01-5000]
  4. NSF [DMS-04-05970]

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Diffusion tensor imaging (DTI) is a novel modality of magnetic resonance imaging that allows noninvasive mapping, of the brain's white matter. A particular map derived from DTI measurements is a map of water principal diffusion directions, which are proxies for neural fiber directions. We consider a study in which diffusion direction maps were acquired for two groups of subjects. The objective of the analysis is to find regions of the brain in which the corresponding diffusion directions differ between the groups. This is attained by first computing, a test statistic for the difference in direction at every brain location using a Watson model for directional data. Interesting locations are Subsequently selected with control of the false discovery rate. More accurate modeling of the null distribution is obtained using all empirical null density based on the empirical distribution of the test statistics across the brain. Further, substantial improvements in power are achieved by local spatial averaging of the test statistic map. Although the focus is on one particular study and imaging technology, the proposed inference methods can be applied to other large scale simultaneous hypothesis testing problems with a continuous underlying spatial structure.

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