Curvature conditions are shown to force conformal submersions to reduce to Riemannian submersions up to homothety, yielding rigidity for associated closed quasi-Einstein manifolds with lambda greater than zero.
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Rigidity of conformal submersions and quasi-Einstein manifolds
Curvature conditions are shown to force conformal submersions to reduce to Riemannian submersions up to homothety, yielding rigidity for associated closed quasi-Einstein manifolds with lambda greater than zero.