NEWTON-RICCI-BOURGUIGNON ALMOST SOLITONS ON LAGRAIGIAN SUBMANIFOLDS OF COMPLEX SPACE FORM.

The present discourse establish the geometrical bearing on Lagrangian submanifold of complex space form in terms of r-Newton-Ricci-Bourguignon almost soliton where ρ ≠ 0. Moreover, we extensively study the conception of Lagragian immersion of Ricci-Bourguignon almost solitons and arrive at the sufficient conditions for H-minimal and totally geodesic under Newton transformation with the potential function Ψ : Mⁿ → R. Finally, we conclude our paper with the study of 1-almost Newton-Ricci-Bourguignon almost solitons on Lagragian submanifold of complex space form immersed in a locally symmetric Einstein manifold. [ABSTRACT FROM AUTHOR]