Study of Sasakian manifolds admitting $$*$$-Ricci–Bourguignon solitons with Zamkovoy connection

Solitons of η-Ricci–Bourguignon Type on Submanifolds in (LCS)m Manifolds

“…The soliton known as η-RB can be simplified to an η-Ricci soliton by setting δ equal to zero in Equation ( 4). Recent works involve soliton types [10][11][12][13], k-almost Yamabe solitons [14], soliton theory [15][16][17][18], singularity theory [19], submanifold theory [20,21], tangent bundle problems [22][23][24][25][26], and classical differential geometry [27,28], all of which have been studied by many mathematicians in recent decades. The main methods, techniques, and results in these papers inspired us to carry out the present research.…”