3D Statistical Shape Models Using Direct Optimisation of Description Length (2002)

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by Rhodri H. Davies , Carole J. Twining , Tim F. Cootes , John C. Waterton , Chris J. Taylor
Citations:41 - 4 self

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135 A Minimum Description Length Approach to Statistical Shape Modelling – Rhodri H. Davies, Carole J. Twining, Tim. F. Cootes, John C. Waterton, Chris. J. Taylor - 2001
6 Building Optimal 2D Statistical Shape Models – Rhodri H Davies, Carole Twining, P. Daniel Allen, Tim F Cootes, Chris Taylor - 2003
33 Evaluation of 3D Correspondence Methods for Model Building – Martin A. Styner, Kumar T. Rajamani, Lutz-peter Nolte, Gabriel Zsemlye, Gabor Szekely, Chris J. Taylor, Rhodri H. Davies - 2003
3D Open-Surface Shape Correspondence for Statistical Shape Modeling: Identifying Topologically Consistent Landmarks – Pahal Dalal, Lili Ju, Michael Mclaughlin, Xiangrong Zhou, Hiroshi Fujita, Song Wang
4 A Fast 3D Correspondence Method for Statistical Shape Modeling – Pahal Dalal, Brent C. Munsell, Song Wang, Jijun Tang, Kenton Oliver, Hiroaki Ninomiya, Xiangrong Zhou, Hiroshi Fujita
1 Automatic Construction of Optimal Statistical Shape Models – Rhodri H. Davies, Carole J. Twining, Tim F. Cootes, Chris J. Taylor
1 MINIMUM DESCRIPTION LENGTH WITH LOCAL GEOMETRY – Martin Styner, Ipek Oguz, Tobias Heimann, Guido Gerig
3 Dense Surface Models of the Human Face – Tim J. Hutton - 2004
5 Amygdala-hippocampal shape differences in schizophrenia: the application of 3D . . . – Martha E. Shenton, Guido Gerig, Robert W. Mccarley, Gabor Szekely, Ron Kikinis - 2002
STATISTICAL BONE SHAPE ANALYSIS FOR IMAGE FREE SURGERY – Mauricio Reyes Aguirre, Marius George Linguraru, Miguel Ángel, González Ballester
8 An affine invariant deformable shape representation for general curves – A. Ericsson, et al. - 2003
19 An Information Theoretic Approach to Statistical Shape Modelling – Rhodri H. Davies, Tim F. Cootes, Carole J. Twining, Chris J. Taylor - 2001
unknown title – Erik B. Dam A, P. Thomas Fletcher B, Stephen M. Pizer B - 2007
Comparison of Two 3D Automatic Landmarking Methods For a Large Training Set of Cardiac MR Images – MJA Siers, Frangi Af, MR Kaus, WJ Niessen, Zaragoza Spain
3 Optimal landmark distributions for statistical shape model construction – Tobias Heimann, Ivo Wolf, Hans-Peter Meinzer - 2006
72 Statistical Models of Appearance for Medical Image Analysis and Computer Vision – T. F. Cootes, C.J. Taylor - 2001
1 Three-Dimensional Point Distribution Models for Tubular Objects – M de Bruijne, B. van Ginneken, M.A. Viergever, W.J Niessen - 2003
200 Statistical Models of Appearance for Computer Vision – T.F. Cootes, C.J. Taylor - 2000
6 Bone Morphing with statistical shape models for enhanced visualization – Kumar T. Rajamani, Johannes Hug, Lutz-Peter Nolte, Martin Styner - 2004