论文标题
随机几何形状的非紧凑模型的脊柱表示
Spine representations for non-compact models of random geometry
论文作者
论文摘要
我们为随机几何形状的三种主要非紧缩模型提供了统一的方法，即布朗平面，无限体积的布朗磁盘和布朗的半平面。这种方法使我们能够研究这些模型之间的关系，尤其是证明布朗平面中船体的补充是无限体积的布朗磁盘。
We provide a unified approach to the three main non-compact models of random geometry, namely the Brownian plane, the infinite-volume Brownian disk, and the Brownian half-plane. This approach allows us to investigate relations between these models, and in particular to prove that complements of hulls in the Brownian plane are infinite-volume Brownian disks.
