Totally Real Parallel Submanifolds in $P^n(c)$
Hiroo Naitoh · Tokyo Journal of Mathematics · 1981
we shall show that there are the natural correspondences among these sets $\ovalbox{\tt\small REJECT}_{M}^{--},\overline{\mathscr{L}_{Jf}},\overline{\mathscr{M}_{M}}$ .In sections 4, 5, we shall determine the set $\overline{\mathscr{M}_{H}}$ for a riemannian symmetric space M. without Euclidean factor.Moreover, in section 6, we shall study the set $-\ovalbox{\tt\small REJECT}_{M}^{-}$ for a riemannian symmetric space $M$ with Euclidean factor and an interesting example in the geometry of totally real surfaces in $P^{2}(c)$ .