Identifies the canonical |x|^{-2} term in scalar-flat ALE four-manifold metrics and shows the leading Weyl component vanishes precisely on crepant minimal resolutions of quotient singularities.
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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
Investigates the relationship between long-time Kähler-Ricci flow behavior on asymptotically conical gradient expanders and initial data asymptotics at spatial infinity.
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Curvature at infinity of scalar-flat ALE four-manifolds
Identifies the canonical |x|^{-2} term in scalar-flat ALE four-manifold metrics and shows the leading Weyl component vanishes precisely on crepant minimal resolutions of quotient singularities.
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Asymptotic Profiles and Non-Trivial Breathers in Kahler-Ricci Flow
Investigates the relationship between long-time Kähler-Ricci flow behavior on asymptotically conical gradient expanders and initial data asymptotics at spatial infinity.