论文标题
限制大偏偏的年轻tableaux的形状和Tasep过程的修改
Limit shapes of large skew Young tableaux and a modification of the TASEP process
论文作者
论文摘要
我们介绍了关于两个大图之间的路径渐近形状问题的观点调查，并引入了与之相关的Tasep过程的修改。这种表示可以明确地写入功能，从而计算了接近给定的年轻Tableau数量的渐近数，并且可以看到大型随机年轻图的边界形状上的正弦过程。
We present a survey of points of view on the problem of the asymptotic shape of a path between two large Young diagrams, and introduce a modification of the TASEP process related to it. This representation allows to write explicitly the functional, counting the asymptotics of the number of Young tableau close to a given one, as well as to see the sine-process on the boundary shape of a large random Young diagram.
