Abstract
The main problem with most of 3D image segmentation methods which significantly influences their accuracy is the leakage occurred during the process of segmentation. In the case of airway tree segmentation, due to an imaging artifact or a thin airway wall, the contrast between the air and the airway wall can locally decrease which leads to allow the region-growing approach to move from the inside of the airway to the pulmonary parenchyma. This begins the leaks phenomena to build and large parts of the lungs can be erroneously marked as the airway tree. A user intervention is required in this case to detect the leakage point and restart the segmentation on the whole or part of the segmented area with new parameters. This makes the algorithm very exhaustive and more dependent on the user interaction.
The new strategy presented here is to prevent the leakage from its origination by taking the advantage of the fact that the airway branches are cylindrically shaped objects. This has been achieved by employing a mathematical shape optimization approach based on the radial gradient of voxels along the cylindrical axes to retain cylindrical properties of the airway branches during the process of segmentation. The proposed cost function consists of two parts named cylindricalshape feature extraction and error smoothness term. The first term approaches to its minimum when underlying voxels are arranged on a cylindrical shape. The role of the second term is to control and smooth the final error and simultaneously to overcome the local minima’s problem.
We first applied the cost function on the simulated cylindrical objects with spongy structure to model the leakage with holes and tunnel. The impact of each term on the final error and the convergence of the algorithm while approaching to its global minimum are evaluated.
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References
Kiraly A P, Higgins William E, Mclennan G, Hoffman E A, Reinhardt Joseph M (2002) Three-dimensional Human Airway Segmentation Methods for Clinical Virtual Bronchoscopy. Academic Radiology, Vol 9, No 10.
Bilgen D (2000) Segmentation and Analysis of the Human Airway Tree from 3D X-ray Ct Images. Master Thesis, Graduate College, The University of Iowa.
Udupa J K, Samarasekera S (1996) Fuzzy connectedness and object definition: Theory, algorithms, and applications in image segmentation. Graphical Models Image Process. 58, 246–261.
Mori K, Suenaga Y, Toriwaki J (2000) Automated anatomical labeling of the bronchial branch and its application to the virtual bronchoscopy. Medical Imaging, IEEE Transactions, Vol. 19, pp. 103–114, 2.
Schlatholter T, Lorenz C, Carlsen I C, Renisch S, Deschamps T (2002) Simulatenous Segmentation and Tree Reconstruction of the Airways for Virtual Bronchoscopy. SPIE Medical Imaging 2002. Image Processing. San Diego CA., pp. 103–113,.
Tschirren J, Hoffman E A, Mclennan G, Sonka M (2005) IntrathoracicAirwayTrees: Segmentation and Airway Morphology Analysis From Low-Dose CT Scans. IEEE Transactions on Medical Imaging, Vol. 24, No.12
Rizi F Y, Bidgoli J H, Ahmadian A, Alirezaie J (2008) An Efficient Fuzzy Connectivity Method for Airway Tree Segmentation Using Fuzzy C-mean Algorithm. Biomed 2008, the 4th Kuala Lumpur International Conference on Biomedical Engineering.
M. G. Levitzky, Pulmonary Physiology, Structure of the Respiratory System, 7th Edition, McGraw-Hill’s, 2007.
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© 2009 Springer-Verlag Berlin Heidelberg
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Youefi Rizi, F., Ahmadian, A., Alirezaie, J., Rezaie, N., Abdoli, M. (2009). An Efficient Airway Tree Segmentation Method Robust to Leakage Based on Shape Feature Optimization. In: Vander Sloten, J., Verdonck, P., Nyssen, M., Haueisen, J. (eds) 4th European Conference of the International Federation for Medical and Biological Engineering. IFMBE Proceedings, vol 22. Springer, Berlin, Heidelberg. https://doi.org/10.1007/978-3-540-89208-3_137
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DOI: https://doi.org/10.1007/978-3-540-89208-3_137
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