Provides sufficient conditions for triviality of gradient h-almost Yamabe solitons and scalar curvature estimates under L2 conditions on manifolds.
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2 Pith papers cite this work. Polarity classification is still indexing.
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math.DG 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
Generalized m-quasi-Einstein manifolds of Yamabe-type have potential vector fields that vanish or are non-trivial Killing fields under natural assumptions in compact and non-compact settings.
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On triviality and scalar curvature estimation of gradient h-almost Yamabe solitons
Provides sufficient conditions for triviality of gradient h-almost Yamabe solitons and scalar curvature estimates under L2 conditions on manifolds.
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On the rigidity of generalized $m$-quasi-Einstein manifolds of Yamabe-type
Generalized m-quasi-Einstein manifolds of Yamabe-type have potential vector fields that vanish or are non-trivial Killing fields under natural assumptions in compact and non-compact settings.