Local LDP for the shape of random Young diagram with restrictions on length and height of steps

V. Blinovsky
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Abstract

We solve the local large deviation problem (LDP) for the shape of random Young diagram when lengths and heights of the steps of the shapes of diagrams take values from given (and in general different for length and height) sets of nonegative integers. To solve this problem we use some new considerations and some methods from our previous works (Blinovsky, 1999).
具有步长和步高限制的随机杨图形状的局部LDP
我们解决了随机杨图形状的局部大偏差问题(LDP),当图的形状的步骤的长度和高度取给定的非负整数集的值时(通常长度和高度不同)。为了解决这个问题,我们使用了一些新的考虑和一些方法,从我们以前的工作(Blinovsky, 1999)。
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