Jian Song

E904872

Jian Song is a mathematician known for his contributions to complex differential geometry, particularly in the study of Kähler–Ricci flow and related geometric analysis.

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Label Occurrences
Jian Song canonical 1

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Statements (27)

Predicate Object
instanceOf mathematician ⓘ
fieldOfWork Kähler geometry ⓘ
complex differential geometry ⓘ
geometric analysis ⓘ
mathematics ⓘ
gender male ⓘ
hasResearchInterest Kähler–Einstein metrics ⓘ
Kähler–Ricci flow ⓘ
Ricci flow ⓘ
canonical metrics on complex manifolds ⓘ
complex Monge–Ampère equations ⓘ
complex algebraic geometry ⓘ
geometric partial differential equations ⓘ
minimal model program ⓘ
singular metrics in complex geometry ⓘ
knownFor applications of Kähler–Ricci flow to the minimal model program ⓘ
results on complex algebraic varieties via analytic methods ⓘ
results on convergence of Kähler–Ricci flow ⓘ
results on singular Kähler–Einstein metrics ⓘ
work on Kähler–Ricci flow ⓘ
work on canonical metrics in Kähler geometry ⓘ
work on complex Monge–Ampère equations ⓘ
notableContribution analysis of long-time behavior of Kähler–Ricci flow ⓘ
results relating Kähler–Ricci flow to birational geometry ⓘ
work on existence of canonical metrics on projective varieties ⓘ
work on metric structure of varieties with singularities ⓘ
occupation university professor ⓘ

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Full triples — surface form annotated when it differs from this entity's canonical label.