Ling Wang

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20222026

most citedSingular Abreu equations and linearized Monge-Ampère equations with drifts

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math.AP2026

Interior $C^{1, α}$ estimates for the linearized Monge--Ampère equation in two dimensions

Ling Wang, Bin Zhou

We prove an interior $C^{1, α}$ estimate for solutions of the homogeneous linearized Monge--Ampère equation in dimension two under the assumption \[ 0<λ\leq \det D^2φ\leqΛ<+\infty.…

Interior C1,α estimates for the linearized Monge--Ampère equation in two dimensions

Interior $C^{1, α}$ estimates for the linearized Monge--Ampère equation in two dimensions