Semi-invariant $\xi^\bot$- Submanifolds in Metric Geometry of Affinors

Mohd. Danish Siddiqi

Abstract


In this paper, we study semi-invariant $\xi^{\bot}$-submanifolds which endowed with a generalization of structured manifolds as the most general Riemannian metric $g$ associated to an affinor $F$. We have also investigate the integrability conditions of both invariant and anti-invariant ditributions and characterizations for totally geodesic case.


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