Cellular Partitions

Jean-Laurent Mallet and Bruno Levy. ( 1997 )
in: 15th gOcad Meeting, ASGA

Abstract

{The notion of discrete mode} introduced in the previous chapter rely strongly on a decomposition of objects into a. fini te set of connected nodes. In this chapter, we will see how cellular partitions can achieve this goal in a completely general way, whatever the object (manifold/non-manifold) or the dimension of the embedding space (lD,2D,3D,4D,...) could be.

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    BibTeX Reference

    @inproceedings{MalletRM1997a,
 abstract = { {The notion of discrete mode} introduced in the previous chapter rely strongly on a decomposition of objects into a. fini te set of connected nodes. In this chapter, we will see how cellular partitions can achieve this goal in a completely general way, whatever the object (manifold/non-manifold) or the dimension of the embedding space (lD,2D,3D,4D,...) could be. },
 author = { Mallet, Jean-Laurent AND Levy, Bruno },
 booktitle = { 15th gOcad Meeting },
 month = { "june" },
 publisher = { ASGA },
 title = { Cellular Partitions },
 year = { 1997 }
}