On the global rigidity of split Anosov \bm{R}<SUP>n</SUP>-actions

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  • On the global rigidity of split Anosov Rn-actions

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Abstract

We show that a so called split Anosov \bm{R}n-action on a closed oriented (2n+1)-dimensional manifold is C∞ conjugate to the suspension of a split hyperbolic affine representation of \bm{Z}n on the (n+1)-dimensional torus.

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