2007
DOI: 10.1016/j.ijrobp.2007.07.1442
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Prostate and Bladder Segmentation Using a Statistically Trainable Model

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Cited by 2 publications
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“…When Bayes theorem is applied, it follows that the z resulting from this segmentation approach is arg max z [-log p(z) + (-log p(I | z))]. This approach was most heavily developed in the segmentation of organs in the male pelvis from CT for planning of radiation therapy of prostate cancer (Levy et al, 2007), and the methods were the basis of segmentation by a spinoff corporation, Morphormics (Holloway et al, 2008), which was later bought by Accuray. Vicory (2016) applied this notion to the segmentation of the prostate from 3D ultrasound, given its shape in MRI.…”
Section: Single Object Applicationsmentioning
confidence: 99%
“…When Bayes theorem is applied, it follows that the z resulting from this segmentation approach is arg max z [-log p(z) + (-log p(I | z))]. This approach was most heavily developed in the segmentation of organs in the male pelvis from CT for planning of radiation therapy of prostate cancer (Levy et al, 2007), and the methods were the basis of segmentation by a spinoff corporation, Morphormics (Holloway et al, 2008), which was later bought by Accuray. Vicory (2016) applied this notion to the segmentation of the prostate from 3D ultrasound, given its shape in MRI.…”
Section: Single Object Applicationsmentioning
confidence: 99%
“…To reduce the number of parameters to be determined in the segmentation procedure, parametric representations have been proposed for shape annotation. The parametric description used for the prostate shape include the Fourier descriptor [35], the hyperquadrics [133], the superquadrics [134,135,136,36], the medial model (m-rep) [137,138,139], the superellipses [37,140] and the spherical harmonics [141,38] [38]. However, the search for the model parameters was determined by minimizing distances between the fitted surface and a point cloud in edge map [26,37], in which extra attention had to be paid to elimiminating false-positive edge points.…”
Section: Shape-based Statistical Modelmentioning
confidence: 99%