Abstract
The rapid development of scanning and measuring hardware for medical imaging and for scientific experiments, the introduction of animation techniques into common use have created the need to understand n-dimensional raster geometry, where n>3. This paper presents therefore a discrete regular structure called hyperlattice used for defining n-dimensional raster geometry. Discrete curves are then defined on hyperlattices. A general definition of rasterization onto hyperlattices is then given, and algorithms for rasterizing generic curves and straight lines onto n-dimensional lattices are presented.
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