Dilation (morphology)

ID: dilation-morphology

Dilation is a fundamental operation in mathematical morphology, which is a branch of image processing that focuses on the shape and structure of features within images. Morphology uses a set of operations derived from set theory, lattice theory, topology, and random functions to analyze geometric structures in images. In the context of dilation, the process is applied to binary images (where pixels are represented as either foreground or background) or grayscale images.

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