Structures on Manifolds

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How researchers see this paper

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Conformal anti-invariant submersions from almost Hermitian manifolds (2015, background): “This means [20] that M admits a tensor field J of type (1, 1) on M such that, ∀X, Y ∈ Γ(TM), we have”
Statistical manifolds with almost contact structures and its statistical submersions (2006, background): “A Riemannian submersion π : M → B is a mapping of M onto B such that π has maximal rank and π∗ preserves lengths of horizontal vectors ([5], [6], [11], [17]).”
Warped Product Pointwise Semi-slant Submanifolds of Kaehler Manifolds (2013, unknown): “This means [16] that M̄ admits a tensor field J of type (1,1) on M̄ such that, ∀X, Y ∈ Γ(TM̄), we have (2.”
Semi-invariant Submersions from Almost Hermitian Manifolds (2010, unknown): “This means [13] that M̄ admits a tensor field J of type (1, 1) on M̄ such that, ∀X,Y ∈ Γ(TM̄), we have”