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Zbl 0589.62043
Benzécri, J.P.; Bensalem, K.
Sur la séparabilité linéaire des enveloppes convexes des classes d'une CAH (On the linear separability of convex envelopes of classes in hierarchical classification). (French)
[J] Cah. Anal. Données 10, 272-278 (1985). ISSN 0339-3097

Summary: Let Conv denote the convex envelope: the property $conv(a(n))\cap conv(b(n))=\emptyset$ is only true in general if the ambiant space is a line. In the plane it is only true if a(n) and b(n) are each reduced to points.

MSC 2000:: *62H30 Statistical classification, etc.

Keywords: linear separability of convex envelopes of classes; hierarchical; classification

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