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Experiments on the Decomposition of  (Make Corrections)  
Arbitrarily Shaped Binary Morphological Structuring Elements Giovanni Anelli, ...



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Abstract: The decomposition of binary structuring elements is a key problem in morphological image processing. So far only the decomposition of convex structuring elements and of specific subsets of non-convex ones have been proposed in the literature. This work presents the results of a new approach, based on a Genetic Algorithm, in which no constraints are imposed on the shape of the initial structuring element, nor assumptions are made on the elementary factors, which are chosen from a given... (Update)

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BibTeX entry:   (Update)

@misc{ binary-experiments,
  author = "Arbitrarily Shaped Binary",
  title = "Experiments on the Decomposition of",
  url = "citeseer.ist.psu.edu/760936.html" }
Citations (may not include all citations):
1051   Optimization and Machine Learning (context) - Goldberg, in - 1989
575   Image Analysis and Mathematical Morphology (context) - Serra - 1982
214   Adaption in Natural and Artificial Systems (context) - Holland - 1975
206   Genetic Algorithms + Data Structures = Evolution Programs (context) - Michalewicz - 1992
180   Random Sets and Integral Geometry (context) - Matheron - 1975
127   Image Analysis Using Mathematical Morphology (context) - Haralick, Sternberg et al. - 1987
37   GOLD: a Parallel Real-Time Stereo Vision System for Generic .. - Bertozzi, Broggi - 1997
19   Morphological structuring element decomposition (context) - Zhuang, Haralick - 1986
10   Decomposition of Arbitrarily Shaped Morphological Structurin.. (context) - Park, Chin - 1995
7   Design and Implementation of the PAPRICA Parallel Architectu.. (context) - Broggi, Conte et al. - 1997
5   Speeding-up Mathematical Morphology Computations with Specia.. - Broggi - 1994
4   Decomposition of Arbitrarily Shaped Binary Morphological Str.. - Anelli, Broggi et al. - 1997
4   Optimal Decomposition of Convex Structuring Elements for a 4.. (context) - Park, Chin - 1994

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