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@inproceedings{490472,
author = {Svoboda, David and Matula, Pavel},
address = {Berlin, Heidelberg, New York},
booktitle = {Discrete Geometry for Computer Imagery},
keywords = {deformable models; dual simplex mesh; quality evaluation; reconstruction},
language = {eng},
location = {Berlin, Heidelberg, New York},
isbn = {3-540-20499-7},
note = {LNCS 2886},
pages = {514-523},
publisher = {Springer},
title = {Tissue Reconstruction Based on Deformation of Dual Simplex Meshes},
url = {http://www.springerlink.com/content/ret9nhbtt2hpc4c7/},
year = {2003}
}
TY - JOUR
ID - 490472
AU - Svoboda, David - Matula, Pavel
PY - 2003
TI - Tissue Reconstruction Based on Deformation of Dual Simplex Meshes
PB - Springer
CY - Berlin, Heidelberg, New York
SN - 3540204997
N1 - LNCS 2886
KW - deformable models
KW - dual simplex mesh
KW - quality evaluation
KW - reconstruction
UR - http://www.springerlink.com/content/ret9nhbtt2hpc4c7/
N2 - A new semiautomatic method for tissue reconstruction based on deformation of a dual simplex mesh was developed. The method is suitable for specifically-shaped objects. The method consists of three steps: the first step includes searching for object markers, i. e. the approximate centre of each object is localized. The searching procedure is based on careful analysis of object boundaries and on the assumption that the analyzed objects are sphere-like shaped. The first contribution of the method is the possibility to find the markers without choosing the particular objects by hand. In the next step the surface of each object is reconstructed. The procedure is based on the method for spherical object reconstruction. The method was partially changed and was adapted to be more suitable for our purposes. The problem of getting stuck in local minima was solved. In addition, the deformation process was sped up. The final step concerns quality evaluation: both of the first two steps are nearly automatic, therefore the quality of their results should be measured.
ER -
SVOBODA, David a Pavel MATULA. Tissue Reconstruction Based on Deformation of Dual Simplex Meshes. In \textit{Discrete Geometry for Computer Imagery}. Berlin, Heidelberg, New York: Springer, 2003, s.~514-523. ISBN~3-540-20499-7.
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