Showing papers by "Young Jin Suh published in 2001"
TL;DR: In this paper, the authors classify real hypersurfaces of quaternionic projective spaces whose Ricci tensor satisfies a pair of conditions on the maximal quaternion distribution.
Abstract: The purpose of this paper is to classify real hypersurfaces of quaternionic projective spaces whose Ricci tensor satisfy a pair of conditions on the maximal quaternionic distribution \(\mathfrak{D}^ \bot = Span\left\{ {U_1 ,U_2 ,U_3 } \right\}\).
18 citations
4 citations
TL;DR: In this article, the authors studied several classes of complete space-like complex sub-manifolds of an (n + p)-dimensional indefinite complex space form M n + p 0 + t (c) of index 2t, and of an n-dimensional hypersurface of a complex Minkowski space C n + 1 1 1 in terms of RS = 0.
Abstract: The purpose of this paper is to study several classes of an n-dimensional complete space-like complex sub-manifold of an (n + p)-dimensional indefinite complex space form M n + p 0 + t (c) of index 2t, and of an n-dimensional space-like complex hypersurface of a complex Minkowski space C n + 1 1 in terms of RS = 0.
4 citations
Journal Article•
1 citations
Journal Article•
TL;DR: In this paper, a new notion of pseudo-Einstein ruled real hypersurfaces is defined, which are foliated by the leaves of pseudoregressive complex hypersurface in complex space.
Abstract: . In this paper we define a new notion of pseudo-Einstein rded real hypersurfaces, which are foliated by the leaves of pseudo-Einstein complex hypersurfaces in complex space forms $M_{n}(c),$ $c
eq 0$ . Also we want to give a new characterization of this kind of pseudo-Einstein ruled real hypersurfaces in terms of weakly $\eta$-parallel Ricci tensor and the certain commutative condition defined on the orthogonal distribution
1 citations