Conformal bi-slant submersion from Kenmotsu manifolds

Abstract

<abstract><p>The prospect of conformal bi-slant submersions from a Kenmotsu manifold is discussed in the present article, taking into account that the Reeb vector field $ \xi $ is vertical. We looked at the integrability of distributions as well as the geometry of distribution leaves since the concept of bi-slant submersion ensures the presence of slant distributions. Finally, the idea of pluriharmonicity is also described in the paper, along with a supporting example for our research.</p></abstract>