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Algebraic theory of affine curvature tensors

arXiv:math/0609759

Abstract

We use curvature decompositions to construct generating sets for the space of algebraic curvature tensors and for the space of tensors with the same symmetries as those of a torsion free, Ricci symmetric connection; the latter naturally appear in relative hypersurface theory.

The paper is dedicated to the memory of the first author (N. Blazic) who passed away Monday 10 October 2005