Math @ Duke

Publications [#264996] of Guillermo Sapiro
Papers Published
 Kao, CY; Hofer, M; Sapiro, G; Stern, J; Rottenberg, DA, A geometric method for automatic extraction of sulcal fundi,
2006 3rd IEEE International Symposium on Biomedical Imaging: From Nano to Macro  Proceedings, vol. 2006
(2006),
pp. 11681171
(last updated on 2017/12/16)
Abstract: Sulcal fundi are 3D curves that lie in the depths of the cerebral cortex and are often used as landmarks for downstream computations in brain imaging. We present a sequence of geometric algorithms which automatically extract the sulcal fundi from magnetic resonance images and represent them as smooth polygons lying on the cortical surface. First we compute a geometric depth measure for each point on the cortical surface, and based on this information we extract sulcal regions by checking the connectivity above a depth threshold. We then extract the endpoints of each fundus and delineate the fundus by thinning each connected region keeping the endpoints fixed. The curves thus defined are smoothed using weighted splines on the graymatter surface to yield highquality representations of the sulcal fundi. © 2006 IEEE.


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