An m-flat supercover is a discrete analytical object
Rapport Interne IRCOM-SIC n°1998-07 - Septembre 2000
The aim of this paper is to show that an m-flat (i.e. a Euclidean affine subspace of dimension m) supercover in a discrete analytical object. The supercover of a Euclidean object F is a discrete object whose voxels intersect F. A discrete analytical object is a set of discrete points that is defined by a finite set of inequations. A method to dtermine the inequations defining an m-flat supercover is provided.
BibTex references
@TechReport{A2000_24,
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| author | = {Andres, E.}, | |
| title | = {An m-flat supercover is a discrete analytical object.}, | |
| month | = {Septembre}, | |
| year | = {2000}, | |
| note | = {Rapport Interne IRCOM-SIC n°1998-07}, |