19 December 1985 Algorithms for Mathematical Morphological Operations with Flat Top Structuring Elements
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Proceedings Volume 0575, Applications of Digital Image Processing VIII; (1985); doi: 10.1117/12.966484
Event: 29th Annual Technical Symposium, 1985, San Diego, United States
Abstract
The mathematical morphological operations on grey scale images require the selections of the minimum or the maximum value within the windows set by structuring elements. This paper deals with the structuring elements which are three dimensional with flat top and infinite height. The flat top region can be various shapes of one or two dimensions such as line segment, hexagon, octagon or circle. This paper describes the optimal implementation of the morphological operations with such structuring elements, an iterative method which combines controlled image shiftings and comparisons between the original and shifted images. It is an effective image processing method without a cytocomputer architecture [1,2].
© (1985) COPYRIGHT Society of Photo-Optical Instrumentation Engineers (SPIE). Downloading of the abstract is permitted for personal use only.
Yong H. Lee, "Algorithms for Mathematical Morphological Operations with Flat Top Structuring Elements", Proc. SPIE 0575, Applications of Digital Image Processing VIII, (19 December 1985); doi: 10.1117/12.966484; https://doi.org/10.1117/12.966484
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KEYWORDS
Digital image processing

Image segmentation

Fourier transforms

Iterative methods

Image processing

Ruthenium

Selenium

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