Geometry of Quasi bi-slant conformal Submersions from Kenmotsu manifold

Key Points

• This study uncovers integral relationships in quasi bi-slant conformal submersions, enhancing our understanding of the underlying geometry.
• Key findings illustrate the importance of integrating the vertical Reeb vector field in studying Kenmotsu manifolds, revealing novel geometric structures.
• The methodologies employed include analysis of integrability conditions and exploration of geometry, leading to multiple intriguing examples of submersions.
• The implications of these findings support further research in the field of differential geometry, particularly concerning the characteristics of submersions.