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Locally adaptable mathematical morphology
IEEE International Conference on Image Processing 2005, 2005We investigate how common binary mathematical morphology operators can be adapted so that the size of the structuring element (SE) can vary across the image. We show that when the SE are balls of a metric, locally adaptable erosion and dilation can be efficiently implemented as a variant of distance transformation algorithms.
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Three-dimensional mathematical morphology
Image and Vision Computing, 1991Abstract This paper presents a brief overview of recent developments in the application of three-dimensional mathematical morphology and associated special-purpose computer architectures to image processing, target tracking, and both three-dimensional data analysis and display.
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A novel mathematical morphology spectrum entropy based on scale-adaptive techniques
ISA Transactions, 2022Rui Yao, Chen Guo, Wu Deng
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Approximate Connectivity and Mathematical Morphology
2005As known from the works of Serra, Ronse, and Haralick and Shapiro, the connectivity relations are found to be useful in filtering binary images. But it can be used also to find roadmaps in robot motion planning, i.e. to build discrete networks of simple paths connecting points in the robot’s configuration space capturing the connectivity of this space.
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IDENTIFICATION BY MATHEMATICAL MORPHOLOGY
2002Wilkinson, Michael H. F. +3 more
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A local-nonlocal mathematical morphology
Neurocomputing, 2022Zhonggui Sun +4 more
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THE FUNDAMENTALS OF FUZZY MATHEMATICAL MORPHOLOGY PART 1: BASIC CONCEPTS
International Journal of General Systems, 1995Bernard De Baets, Etienne Kerre
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On links between mathematical morphology and rough sets
Pattern Recognition, 2000Isabelle Bloch
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