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    Solitons of ?-Ricci-Bourguignon Type on Submanifolds in (LCS)m Manifolds
    (Mdpi, 2024) Yan, Lixu; Vandana; Siddiqui, Aliya Naaz; Yoldas, Halil Ibrahim; Li, Yanlin
    In this research article, we concentrate on the exploration of submanifolds in an (LCS)m-manifold B. We examine these submanifolds in the context of two distinct vector fields, namely, the characteristic vector field and the concurrent vector field. Initially, we consider some classifications of eta-Ricci-Bourguignon (in short, eta-RB) solitons on both invariant and anti-invariant submanifolds of B employing the characteristic vector field. We establish several significant findings through this process. Furthermore, we investigate additional results by using eta-RB solitons on invariant submanifolds of B with concurrent vector fields, and discuss a supporting example.