Deformable m-rep segmentation of object complexes

Proceedings - International Symposium on Biomedical Imaging

Volumn 2002-January, Issue , 2002, Pages 26-29

  Fletcher, P Thomas ^a   Pizer, Stephen M ^a   Gash, A Graham ^a   Joshi, Sarang ^a  

^a UNIVERSITY OF NORTH CAROLINA   (United States)

Author keywords

[No Author keywords available]

Indexed keywords

COMPUTERIZED TOMOGRAPHY; DEFORMATION; IMAGE SEGMENTATION; RADIATION EFFECTS;

CO-ORDINATE SYSTEM; DEFORMATION STAGES; GEOMETRIC EFFECTS; MODEL TRANSFORMATION; MULTISCALE SEGMENTATION; SIMILARITY TRANSFORMATION;

MEDICAL IMAGING;

EID: 84948658186     PISSN: 19457928     EISSN: 19458452     Source Type: Conference Proceeding    
DOI: 10.1109/ISBI.2002.1029184     Document Type: Conference Paper

References (7)

1. Cootes, TF, CJ Taylor, DH Cooper, J Graham (1995). Active Shape Models - Their Training and Application. Computer Vision and Image Understanding, 61(1):31-59.
2. Cootes, T and Taylor A (1999). Unified Framework for Atlas Matching Using Active Appearance Models. IPMI 1999, 1613: 322-333.
3. Joshi, S, SM Pizer, PT Fletcher, A Thall, G Tracton (2001). Multi-Scale 3-D Deformable Model Segmentation Based on Medical Description. Proc. IPMI 2001, 2082:64-77.
4. Kelemen, A, G Szekely, G Gerig (1999). Elastic Model-Based Segmentation of 3D Neuroradiological Data Sets. IEEE Transactions On Medical Imaging, 18: 828-839.
5. Pizer, SM, JZ Chen, PT Fletcher, Y Fridman, D Fritsch, AG Gash, J Glotzer. MR Jiroutek, S Joshi, KE Muller, A Thall, G Tracton, P Yushkevich, EL Chaney (2001). Deformable M-Reps for 3D Medical Image Segmentation. Submitted, on web at http://midag.cs.unc.edu/pubs/papers/IJCV01Pizer-mreps.pdf.
6. Styner, M, G Gerig (2001). Medial Models Incorporating Object Variability for 3D Shape Analysis. Proc. IPMI 2001, 2082: 502-516.
7. 2 Interpolating Subdivision Surfaces using Iterative Inversion of Stationary Subdivision Rules. University of North Carolina Computer Science Deptartment technical report TR02-001.