Surfaces with non-zero normal curvature tensor

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1. Asperti, A.C. - Immersions of surfaces into 4-dimensional spaces with non-zero normal curvature. To appear in «Ann. Mat. Pura App.». Zbl0453.53045MR605213DOI10.1007/BF01789417
2. Dajczer, M. (1980) — Doctoral thesis, IMPA. 
3. Do Carmo, M. and Wallach, N. (1970) - Representations of compact groups and minimal immersions into spheres. «J. Diff. Geom.», 4, 91-104. Zbl0197.18301MR266104
4. Itoh, T. (1973) - Minimal surfaces in a Riemannian manifold of constant curvature. «Kodai Math. Sem. Rep.», 25, 202—214. Zbl0259.53042MR317240
5. Kenmotsu, K. (1973) - On compact minimal surfaces with non-negative Gaussian curvature in a space of constant curvature I. «Tôhoku Math. Journ.», 25, 469-479. — II. «Tôhoku Math. Journ.», 27, 291-301. Zbl0335.53046MR365428
6. Kenmotsu, K. (1975) - On a parametrization of minimal immersions of ${𝐑}^2$ into $S^5$. «Tôhoku Math. Journ.», 27, 83-90. Zbl0297.53027MR365429
7. Little, J.A. (1969) - On singularities of submanifolds of a higher dimensional Euclidean space. «Ann. Mat. Pura App.», 83, 261-335. Zbl0187.18903MR271970
8. Otsuki, T. (1972) - Minimal submanifolds with m-index 2 and generalized Veronese surfaces. «J. Math. Soc. Japan», 24, 89-122. Zbl0226.53008MR295259