In Digital Geometry, gaps represent basic portions of a digital object that a discrete ray can traverse without intersecting any voxel of the object itself. This concept is essential in combinatorial image analysis and has significant applications in fields such as CAD and Computer Graphics. In this paper, we show that the number of 0-gaps in a D digital curve can be represented as a linear combination of the numbers of its i-cells, where ranges from 0 to 3.
A Note on 0-Gaps in 3D Digital Curves
Nordo, Giorgio
Primo
Investigation
2024-01-01
Abstract
In Digital Geometry, gaps represent basic portions of a digital object that a discrete ray can traverse without intersecting any voxel of the object itself. This concept is essential in combinatorial image analysis and has significant applications in fields such as CAD and Computer Graphics. In this paper, we show that the number of 0-gaps in a D digital curve can be represented as a linear combination of the numbers of its i-cells, where ranges from 0 to 3.File in questo prodotto:
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