论文标题
分析近似值和蒙格 - 安培的质量
Analytical approximations and Monge-Ampère masses of plurisubharmonic singularities
论文作者
论文摘要
我们构建了具有隔离奇点的Plurisubharmonic函数的示例，以$ 0 \ in \ Mathbb {C}^n $构建，其原点的残留Monge-ampère群众无法通过通过倍增器理想获得的大量分析近似值来近似。这对Demailly的猜想负面回答。
We construct examples of plurisubharmonic functions with isolated singularities at $0\in \mathbb{C}^n$, whose residual Monge-Ampère masses at the origin can not be approximated by masses of analytic approximations obtained via multiplier ideals. This answers negatively a conjecture of Demailly.
