This paper describes a new algorithm for performing erosion and dilation which is suitable for flat line-segment structur-ing functions, and which has a computational complexity that is independent of the structuring function size. Unlike other proposed algorithms, the computation time required by this method is directly proportional to the number of extrema within the signal being processed. This makes it particularly suitable for signals and images that have large and slowly varying segments.
A watershed-based region growing image segmentation algorithm requires a fast watershed-based dilati...
A watershed-based region growing image segmentation algorithm requires a fast watershed-based dilati...
Mathematical morphology has been an area of intensive research over the last few years. Although man...
Morphological operations based on primitives such as dilation and erosion are slow to compute in pra...
Abstract—Performing morphological operations such as dilation and erosion of binary images, using ve...
Van Herk has shown that the erosion/dilation operator with a linear structuring element of an arbitr...
Algorithmic description of the implementation of fast morphological operators with large structuring...
International audienceMany useful morphological filters are built as long concatenations of erosions...
Image simplification plays a fundamental role in Image Processing to improve results in complex task...
We explore vectorised implementations, exploiting single instruction multiple data (SIMD) CPU instru...
International audienceMany useful morphological filters are built as more or less long concatenation...
Morphological transformations are commonly used to perform a variety of image processing tasks. Howe...
Full text also available online for free at http://www.eurasip.org/Proceedings/Eusipco/Eusipco2008/I...
An efficient algorithm is presented for the computation of gray-scale morphological operations with ...
A Morfologia Matemática (MM) é um arcabouço geral para o estudo de mapeamentos entre imagens binária...
A watershed-based region growing image segmentation algorithm requires a fast watershed-based dilati...
A watershed-based region growing image segmentation algorithm requires a fast watershed-based dilati...
Mathematical morphology has been an area of intensive research over the last few years. Although man...
Morphological operations based on primitives such as dilation and erosion are slow to compute in pra...
Abstract—Performing morphological operations such as dilation and erosion of binary images, using ve...
Van Herk has shown that the erosion/dilation operator with a linear structuring element of an arbitr...
Algorithmic description of the implementation of fast morphological operators with large structuring...
International audienceMany useful morphological filters are built as long concatenations of erosions...
Image simplification plays a fundamental role in Image Processing to improve results in complex task...
We explore vectorised implementations, exploiting single instruction multiple data (SIMD) CPU instru...
International audienceMany useful morphological filters are built as more or less long concatenation...
Morphological transformations are commonly used to perform a variety of image processing tasks. Howe...
Full text also available online for free at http://www.eurasip.org/Proceedings/Eusipco/Eusipco2008/I...
An efficient algorithm is presented for the computation of gray-scale morphological operations with ...
A Morfologia Matemática (MM) é um arcabouço geral para o estudo de mapeamentos entre imagens binária...
A watershed-based region growing image segmentation algorithm requires a fast watershed-based dilati...
A watershed-based region growing image segmentation algorithm requires a fast watershed-based dilati...
Mathematical morphology has been an area of intensive research over the last few years. Although man...