Euclidean distance cone faces

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-	The question remains open whether all faces of the cone of Euclidean distance matrices <math>\,\mathbb{EDM}^N\!</math>	+	Be9IGK <a href="http://kcgvsxspxfiz.com/">kcgvsxspxfiz</a>, [url=http://qpnvmnnsugnc.com/]qpnvmnnsugnc[/url], [link=http://ejdrozqrexlq.com/]ejdrozqrexlq[/link], http://zjcypltghuqw.com/
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-	'''('''whose dimension is less than dimension of the cone''')'''	+
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-	are exposed like they are for the positive semidefinite cone.	+
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-	For a better explanation, see section 6.5.3 in [http://meboo.convexoptimization.com/BOOK/ConeDistanceMatrices.pdf Cone of Distance Matrices].	+
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-	Definition of ''exposure'' is in [http://meboo.convexoptimization.com/BOOK/convexgeometry.pdf Convex Geometry].	+
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-	Basically, the question asks whether all faces of <math>\,\mathbb{EDM}^N\!</math> can be defined by intersection with a supporting hyperplane; that intersection is termed ''exposure.''	+

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Revision as of 11:51, 11 November 2009

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