A note on Pointwise hemi-slant conformal submersions

Abstract

The current study investigates the concept of pointwise hemi-slant conformal submersions from almost contact metric manifolds to Riemannian manifold. We investigate the geometrical implications of the horizontal and vertical vector fields $\xi$ while studying the distribution integrability and total geodesicness of distribution leaves. Finally, we explore $\phi$-pluriharmonicity from the almost contact metric manifold.