1999
DOI: 10.1007/3-540-48714-x_24
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A Unified Framework for Atlas Matching Using Active Appearance Models

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Cited by 112 publications
(107 citation statements)
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“…Furthermore, by utilizing a hierarchical (multi-scale) and regional principal component analysis to capture the shape variation statistics in a training set (Hamarneh and McInerney, 2001), we can keep the deformations consistent with prior knowledge of possible shape variations. Whereas general statistically-derived shape models produce only global shape variation modes (Cootes et al, 1999;Szekely et al, 1996), we are able to produce spatially-localized feasible deformations at desired scales, thus supporting our goal of intelligent deformation planning.…”
Section: Motor Systemmentioning
confidence: 63%
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“…Furthermore, by utilizing a hierarchical (multi-scale) and regional principal component analysis to capture the shape variation statistics in a training set (Hamarneh and McInerney, 2001), we can keep the deformations consistent with prior knowledge of possible shape variations. Whereas general statistically-derived shape models produce only global shape variation modes (Cootes et al, 1999;Szekely et al, 1996), we are able to produce spatially-localized feasible deformations at desired scales, thus supporting our goal of intelligent deformation planning.…”
Section: Motor Systemmentioning
confidence: 63%
“…The models are fitted to images by minimizing energy functions, simulating dynamical systems, or applying probabilistic inference methods, but they do not control this optimization process other than in primitive ways, such as monitoring convergence or equilibrium. Some deformable models incorporate prior information to constrain shape and image appearance and the observed statistical variation of these quantities (Cootes et al, 1995(Cootes et al, , 1999Szekely et al, 1996). These models have no explicit awareness of where they or their parts are, and therefore the effectiveness of such constraints is dependent upon appropriate model initialization.…”
Section: Motivation and Backgroundmentioning
confidence: 99%
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“…Our method is similar to Yao's in representing bones by tetrahedral meshes, with bone shape determined by the vertex coordinates and radiological density within each tetrahedron represented by barycentric Bernstein polynomials. Following Yao, we create a statistical atlas by deforming a standard template mesh to match multiple patient images and performing standard analysis to extract principal components of variation of shape (vertex coordinates) and density (polynomial coefficients), in a manner similar to [7].…”
Section: Related Workmentioning
confidence: 99%
“…Szeliski [9] introduced the statistical atlas to analyze the shape variation between patients. In order to analyze the shape and appearance variation, principal component analysis (PCA) is widely used [10,11,12]. The two most common statistical atlases are the shape atlas [14] and the appearance atlas [13].…”
Section: Introductionmentioning
confidence: 99%