Dissimilarités multivoies et généralisations d'hypergraphes sans triangles
Multiway dissimilarities naturally generalize the usual two-way dissimilarities. In this paper, particular classes of multiway dissimilarities are studied as well as some models for deriving from a dissimilarity of a given number of ways, one of a greater or a lower number of ways. An application to...
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| Gepubliceerd in: | URI:https://journals.openedition.org/msh, |
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| Hoofdauteur: | |
| Formaat: | Article ou chapitre numérique |
| Taal: | Français |
| Gepubliceerd in: |
Mathématiques et sciences humaines
2006
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| Online toegang: | Accès Université d'Orléans et IFPM Accès Université d'Orléans et IFPM |
| Samenvatting: | Multiway dissimilarities naturally generalize the usual two-way dissimilarities. In this paper, particular classes of multiway dissimilarities are studied as well as some models for deriving from a dissimilarity of a given number of ways, one of a greater or a lower number of ways. An application to clustering systems specification has led to a one-to-one correspondence between a class of multiway dissimilarities and a family of stratified clustering systems. |
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