论文标题
在无限生物案例中的概率方法
A probabilistic approach to exhaustion in the infinite-genus case
论文作者
论文摘要
我们探索了Costa和Farber模型对随机简单复合物的使用，以通过对曲线复合物类似的随机简单复合物的僵化扩展提供疲惫的概率证据。这在伊万诺夫（Ivanov）的元注射器之后具有潜在的应用程序应用程序。
We explore the use of Costa and Farber's model for random simplicial complexes to give probabilistic evidence for exhaustion via rigid expansions on random simplicial complexes which are analogous of curve complexes. This has potential applications to action rigidity following Ivanov's meta-conjecture.
