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    RIEMANNIAN SUBMERSIONS WHOSE TOTAL SPACE IS ENDOWED WITH A TORSE-FORMING VECTOR FIELD
    (Korean Mathematical Soc, 2022) Meric, Emsi Eken; Kilic, Erol
    In the present paper, a Riemannian submersion pi between Riemannian manifolds such that the total space of pi endowed with a torse-forming vector field nu is studied. Some remarkable results of such a submersion whose total space is Ricci soliton are given. Moreover, some characterizations about any fiber of pi or the base manifold B to be an almost quasi-Einstein are obtained.