We investigate the geometric properties of η∗-Ricci solitons on α-Lorentzian Sasakian (α-LS) manifolds, and show that a Ricci semisymmetric η∗-Ricci soliton on an α-LS manifold is an η∗-Einstein manifold. Further, we study φ∗-symmetric η∗-Ricci solitons on such manifolds. We prove that φ∗-Ricci symmetric η∗-Ricci solitons on an α-LS manifold are also η∗-Einstein manifolds and provide an example of a 3-dimensional α-LS manifold for the existence of such solitons.

Keywords: η_*-Ricci solitons, φ_*-Symmetric, Ricci semisymmetric, φ_*Ricci symmetric, η_* Einstein manifolds