@article{Mohd. Bilal_T. Raghuwanshi_M. K. Pandey_Abdul Haseeb_A. Goyal_2024, title={On Generalized Weyl Conformal Curvature Tensor in Para-Kenmotsu Manifolds: On Generalized Weyl Conformal Curvature Tensor}, volume={7}, url={https://nonlinear-analysis.com/index.php/pub/article/view/425}, abstractNote={<p>In the present study, we consider a generalized Weyl conformal curvature tensor on para-Kenmotsu manifolds (briefly, $PK$-manifolds). First we describe certain vanishing properties of generalized Weyl conformal curvature tensor (brifly, GWC-curvature tensor) on a $PK$-manifold. Later, we study generalized Weyl conformally semi-symmetric $PK$-manifold that turns out to an Einstein manifold. Among others, it has been shown that the generalized Weyl conformally $\phi$-symmetric $PK$-manifold is of constant curvature or $dr (\psi)=0$.</p>}, number={3}, journal={Results in Nonlinear Analysis}, author={Mohd. Bilal and T. Raghuwanshi and M. K. Pandey and Abdul Haseeb and A. Goyal}, year={2024}, month={Jul.}, pages={55–64} }