On isometric and minimal isometric embeddings

Mathematics – Differential Geometry

Scientific paper

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21 pages, AMSTeX. Significantly changed version of paper originally Titled "On minimal isometric embeddings"

Scientific paper

In this paper we study critial isometric and minimal isometric embeddings of
classes of Riemannian metrics which we call {\it quasi-$k$-curved metrics}.
Quasi-$k$-curved metrics generalize the metrics of space forms. We construct
explicit examples and prove results about existence and rigidity.

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