关于CP^(n+p)的全实子流形的若干刚性定理

ON SOME RIGIDITY THEOREMS OF TOTALLY REAL MINIMAL SUBMALIFOLDS IN CP^n+p

本文给出了复射影空间CP^(n+p)的n维完备（或紧致）的全实极小子流形是全测地的（或J-全测地的）若干条件。

Let M be a n-dimcnsion complete (or compact) totally real minimal submamifold immersed in complex projcctivc space CPn+p.In this paper, some conditions under which Mn is totaly geodesic (or J-totally gcodccic) arc given.