论文标题
方冰的中心限制定理
A central limit theorem for square ice
论文作者
论文摘要
我们证明，与统一的六个vertex模型相关的高度函数（或等效地，均匀的同态高度功能从$ \ mathbb z^2 $到$ \ mathbb z $）在某些对数恢复时满足了中心限制定理。
We prove that the height function associated with the uniform six-vertex model (or equivalently, the uniform homomorphism height function from $\mathbb Z^2$ to $\mathbb Z$) satisfies a central limit theorem, upon some logarithmic rescaling.
