On the construction of nonequatorial minimal hyperspheres in S(1) with stable cones in R.
Within the framework of equivariant differential geometry, we outline the construction of some imbedded minimal hyperspheres of S(n)(1) and show that many of them have a stable cone in R(n+1). The statement of these and related results are given.
Department of Mathematics, University of California, Berkeley, CA 94720.
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WY
Hsiang
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Sterling