Ludden, Gerald D. and Okumura, Masafumi and Yano, Kentaro:
Totally Real Stibmanifolds of Complex Manifolds
Atti della Accademia Nazionale dei Lincei. Classe di Scienze Fisiche, Matematiche e Naturali. Rendiconti Serie 8 58 (1975), fasc. n.3, p. 346-353, (English)
pdf (618 Kb), djvu (865 Kb). | MR 0418001 | Zbl 0336.53018 0325.53038
Sunto
Si approfondisce lo studio di certe sottovarietà di una varietà complessa, com'é specificato nella seguente Introduzione.
Referenze Bibliografiche
[1]
K. ABE (
1973) -
Applications of a Riccati type differential equation to Riemannian manifolds with totally geodesic distributions, «
Tohoku Math. Journ.»,
25, 425-444. |
fulltext (doi) |
MR 350671 |
Zbl 0283.53045[3]
S. S. CHERN,
M. P. DO CARMO and
S. KOBAYOSHI -
Minimal submanifolds of a sphere whith second fundamental form of constant length, Functional analysis and Related Fields. (
Proc. Conf. for M. Stont, Univ. Chicago, Chicago, Ill. 1968),
Springer,
New York,
1970, 59-75. |
MR 273546[4]
C. S. HOUH (
1973) -
Some totally real minimal hypersurfaces in CP2, «
Proc. of AMS»,
40, 240-244. |
fulltext (doi) |
MR 317189[5]
H. B. LAWSON Jr. (
1969) -
Rigidity Theorems in rank 1 symmetric spaces, «
J. off Diff. Geom.»,
3, 367-377. |
MR 267492[6]
K. OGIUE -
Differential geometry of Kaehler submanifolds, Notes from Michigan State University, to appear in «
Advances in Mathematics». |
fulltext (doi) |
MR 346719[7]
M. OKUMURA -
Submanifolds of real codimension p of a complex projective space, to appear. |
MR 417994[9]
J. A. WOLFE (
1963) -
Elliptic spaces in Grassman manifolds, «
Illinois J. of Math.»,
7, 447-462. |
MR 156295[10]
K. YANO (
1963) -
On a structure defined by a tensor field f of type (1,1) satisfying $f^{3} + f = 0$, «
Tensor N. S.»,
14, 99-109. |
MR 159296 |
Zbl 0122.40705