Abstract
We study warped product semi‐invariant submanifolds of nearly cosymplectic manifolds. We prove that the warped product of the type M⊥×fMT is a usual Riemannian product of M⊥ and MT, where M⊥ and MT are anti‐invariant and invariant submanifolds of a nearly cosymplectic manifold , respectively. Thus we consider the warped product of the type MT×fM⊥ and obtain a characterization for such type of warped product.
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