2012
DOI: 10.1007/978-3-642-33555-6_3
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Which Reorientation Framework for the Atlas-Based Comparison of Motion from Cardiac Image Sequences?

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Cited by 9 publications
(9 citation statements)
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“…Based on the atlas, the cardiac shape or function of a popula- Rougon et al (2004) Tagged MR 11 healthy Statistical motion model Suinesiaputra et al (2009) 2D cine MR 44 healthy Statistical contour model Fonseca et al (2011) 2D cine MR 2864 healthy, 470 patients Statistical shape model Duchateau et al (2011) 2D US 21 healthy Statistical motion model Duchateau et al (2012) 2D Ecabert et al (2008) CT 13 patients Statistical shape model Zhuang et al (2010) Whole-heart MR 10 healthy - Hoogendoorn et al (2013) CT 138 patients Statistical shape model tion can be analysed and compared in a common space. The statistical shape model is the most commonly used tool for shape analysis.…”
Section: Related Workmentioning
confidence: 99%
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“…Based on the atlas, the cardiac shape or function of a popula- Rougon et al (2004) Tagged MR 11 healthy Statistical motion model Suinesiaputra et al (2009) 2D cine MR 44 healthy Statistical contour model Fonseca et al (2011) 2D cine MR 2864 healthy, 470 patients Statistical shape model Duchateau et al (2011) 2D US 21 healthy Statistical motion model Duchateau et al (2012) 2D Ecabert et al (2008) CT 13 patients Statistical shape model Zhuang et al (2010) Whole-heart MR 10 healthy - Hoogendoorn et al (2013) CT 138 patients Statistical shape model tion can be analysed and compared in a common space. The statistical shape model is the most commonly used tool for shape analysis.…”
Section: Related Workmentioning
confidence: 99%
“…We use the change of coordinates method here due to its simplicity, which regards the the transport of the vector field as a re-orientation process by the Jacobian matrix. De Craene and Duchateau et al applied similar techniques in Duchateau et al, 2012).…”
Section: Statistical Motion Modelmentioning
confidence: 99%
“…This requires to normalize the studied data to a reference system of spatiotemporal coordinates, as settled in statistical atlas applications (Duchateau et al, 2011). Anatomical normalization generally builds upon parallel transport techniques Duchateau et al, 2012a;. Temporal normalization addresses possible variations in the length of the cardiac cycle and its intrinsic physiological phases (Perperidis et al, 2005;Duchateau et al, 2011;Russell et al, 2012).…”
Section: General Context and Methodsmentioning
confidence: 99%
“…Thus, there is equivalence between the two following processes, considering the displacement vector of a given subject at a given spatiotemporal location: (i) looking at its radial/longitudinal components at this location or at its corresponding location in the reference anatomy; and (ii) rotating it, from the radial/longitudinal system of coordinates at this location to the radial/longitudinal system of coordinates of the reference anatomy at this anatomical location, and looking at its radial/longitudinal components. Given this, our implementation is equivalent to the rotation-only scheme in a Lagrangian point-of-view described in Duchateau et al (2012a).…”
Section: Spatiotemporal Resampling and Normalizationmentioning
confidence: 99%
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