[Bea1988a]
Segmentation of Range Image by Piecewise Approximation with Shape Constraints
Authors:Beaulieu Jean-Marie, Pierre Boulanger
Conference:Vision Interface’88
Edmonton, Canada
June, 1988, pp. 19-14
Publisher:Proceedings Vision Interface’88
Abstract: Piecewise functional approximation of picture is shown to be a useful tool for the segmentation of range (3D) image. A hierarchical step-wise optimization algorithm is employed to transform the global optimization problem into one of sequential optimization. The step-wise criterion then corresponds to the increase of the approximation error produced by the merge of two segments. The segmentation results of range image of polyhedra are shown with the utilization of a planar approximation model. Constraints on segment contour length and segment shape is then added to improve the results.
Segmentation of Range Image by Piecewise Approximation with Shape Constraints,
Beaulieu Jean-Marie, Pierre Boulanger,
Vision Interface’88, Edmonton, Canada, June, 1988, pp. 19-14.
[Bibtex]
@Conference{Bea1988a,
author = {Beaulieu, Jean-Marie and Boulanger, Pierre},
editor = {},
title = {Segmentation of Range Image by Piecewise Approximation with Shape Constraints},
booktitle = {Vision Interface'88},
volume = {},
publisher = {Proceedings Vision Interface'88},
url = {},
isbn = {},
doi = {},
address = {Edmonton, Canada},
pages = {19-14},
year = {1988},
month = {June},
abstract = {Piecewise functional approximation of picture is shown to be a useful tool for the segmentation of range (3D) image. A hierarchical step-wise optimization algorithm is employed to transform the global optimization problem into one of sequential optimization. The step-wise criterion then corresponds to the increase of the approximation error produced by the merge of two segments. The segmentation results of range image of polyhedra are shown with the utilization of a planar approximation model. Constraints on segment contour length and segment shape is then added to improve the results.},
mypdf = {9},
keywords = {}
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Jean-Marie Beaulieu