☆-CONFORMAL RICCI SOLITONS ON ALMOST COKAHLER MANIFOLDS

The main intention of the current paper is to characterize certain properties of star-conformal Ricci solitons on non-coKahler (kappa, mu)-almost coKahler manifolds. At first, we find that there does not exist star-conformal Ricci soliton if the potential vector field is the Reeb vector field theta. We also prove that the non-coKahler (kappa, mu)-almost coKahler manifolds admit star-conformal Ricci solitons if the potential vector field is the infinitesimal contact transformation. It is also studied that there does not exist star-conformal gradient Ricci solitons on the said manifolds. An example has been constructed to verify the obtained results.