Fast run-length-based algorithm for one-dimensional flat opening
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abstract
A computationally efficient algorithm for computing openings by one-dimensional flat structuring elements is proposed. The algorithm utilizes the run-length encoded image and allows implementation of the opening of a gray-scale image by a sequence of arbitrarily sized flat structuring elements. The new algorithm compares favorably to existing methods for recursive implementation of a sequence of openings, and its computation time decreases with the size of the structuring element.
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Parallel and Distributed Methods for Image Processing II