Generic properties of critical points of the weyl tensor
Given (M, g), a smooth compact Riemannian n-manifold, we prove that for a generic Riemannian
metric g the critical points of the norm of the Weyl's tensor are non-degenerate.
Given (M, g), a smooth compact Riemannian n-manifold, we prove that for a generic Riemannian
metric g the critical points of the norm of the Weyl's tensor are non-degenerate.
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