Abstract
In this article, generalized Saasakian space forms are discussed and invariant submanifolds of these space forms are examined. The curvature tensor chosen is of great importance when examining the characterization of a manifold. In this article, invariant submanifolds of generalized Sasakian space forms are characterized according to the W∗0 −curvature tensor and pseudoparallel submanifolds are investigated for these space forms.
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