We obtain a quantitative expansion at infinity of solutions for a kind of Monge–Ampère type equations that origin from mean curvature equations of Lagrangian graph $(x,Du\left(x\right))$ and refine the previous study on zero mean curvature equations and the Monge–Ampère equations.

中文翻译：

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Monge-Ampère 型方程解无穷远处的渐近展开

我们获得了一种源自拉格朗日图的平均曲率方程的 Monge-Ampère 型方程的无穷解的定量扩展 $(X,D你\left(X\right))$ 并完善之前对零平均曲率方程和 Monge-Ampère 方程的研究。