摘要

Let Mm be a compact convex hypersurface in Rm+ 1. In this paper, we prove that if the principal curvatures lambda(1) of M-m satisfy 0 <lambda(1)<= ...<= lambda(m) and 3 lambda(m) < Sigma(m- 1)(j=1) lambda(j,) then there exists no nonconstant stable F-stationary map between M and a compact Riemannian manifold when (6) or (7) holds.

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