The purpose of the paper is the consideration of the problem of topological ambiguities arising in the Marching Cube algorithm. It also presents the solution of this problem inside the cube. The technique for obtaining the points lying on the surface and for connecting them in the correct sequence inside it is shown. Graph theory methods are used to approximate the isosurface inside the cube.<>
Resolving the topological ambiguity in approximating the isosurface of scalar function
1994-01-01
285211 byte
Conference paper
Electronic Resource
English
Resolving the Topological Ambiguity in Approximating the Isosurface of Scalar Function
British Library Conference Proceedings | 1994
|Modulo Acquisition of Ambiguity Resolving Tracking Codes
NTIS | 1968
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