标题： 非相交三维布朗路径快速收敛到一个不变测度 显示英文标题

标题： Fast convergence to an invariant measure for non-intersecting 3-dimensional Brownian paths

摘要： 我们考虑从原点出发且在时间零之后没有交点的三维布朗路径对。 我们证明存在一个唯一的测度在该条件作用下保持不变，同时改进了先前已知的收敛到平稳状态的速率。 显示英文摘要

摘要： We consider pairs of 3-dimensional Brownian paths, started at the origin and conditioned to have no intersections after time zero. We show that there exists a unique measure on pairs of paths that is invariant under this conditioning, while improving the previously known rate of convergence to stationarity.