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B.-Y. Chen’s inequality for pointwise CR-slant warped products in cosymplectic manifolds
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Recently, pointwise CR-slant warped products introduced by Chen and Uddin in
[14] for Kaehler manifolds. In the context of almost contact metric
manifolds, in this paper, we study these submanifolds in cosymplectic
manifolds. We investigate the geometry of such warped product and prove
establish a lower bound relation between the second fundamental form and
warping function. The equality case is also investigated.
Title: B.-Y. Chen’s inequality for pointwise CR-slant warped products in cosymplectic manifolds
Description:
Recently, pointwise CR-slant warped products introduced by Chen and Uddin in
[14] for Kaehler manifolds.
In the context of almost contact metric
manifolds, in this paper, we study these submanifolds in cosymplectic
manifolds.
We investigate the geometry of such warped product and prove
establish a lower bound relation between the second fundamental form and
warping function.
The equality case is also investigated.
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