The refined quantitative scalar curvature lower bound under C^0 convergence holds in all dimensions greater than or equal to three.
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math.DG 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
New constructions of complete gradient Ricci solitons realized as warped fiber bundles, with existence conditions and examples from group quotients.
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Quantification of scalar curvature under $C^0$ convergence using smoothing
The refined quantitative scalar curvature lower bound under C^0 convergence holds in all dimensions greater than or equal to three.
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On a special class of gradient Ricci solitons
New constructions of complete gradient Ricci solitons realized as warped fiber bundles, with existence conditions and examples from group quotients.