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Geometrical representations of equiaffine curvature operators
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Paper
Geometrical representations of equiaffine curvature operators
2008
Overview
We examine geometric representability results for various classes of equiaffine curvature operators. We show every Ricci flat algebraic curvature operator is geometrically realizable by a Ricci flat torsion free connection on the tangent bundle of some smooth manifold.
Publisher
Cornell University Library, arXiv.org
Subject
