Abstract
L.c.q.K. manifolds were investigated by ([4], [7], [6], [8]) and antiinvariant Riemannian submersion was studied in ([10],[1]). The present note aims to work on anti-invariant and Lagrangian Riemannian submersion of locally conformal quaternion Kaehler manifolds. Further, the geometry of foliation is discussed and some decomposition results for such submersions are obtained.
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