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- W2154808356 abstract "Let $S^{n+p}$(c) be the (n + p)-dimensional Euclidean sphere of constant curva ture c and let M be an n-dimensional compact minimal submanifold isometric ally immersed in $S^{n+p}$(c). Let $A_xi$ be the second fundamental form of M in the direction of a normal $xi$ and T the tensor defined by $T(xi, eta) = traceA_xi A_eta$." @default.
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- W2154808356 date "1995-01-01" @default.
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- W2154808356 title "ON SUBMANIFOLDS OF A SPHERE WITH BOUNDED SECOND FUNDAMENTAL FORM" @default.
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