论文标题
SO（2N+1）的张量电源分解边界附近的概率度量
Probability measure near the boundary of tensor power decomposition for so(2n+1)
论文作者
论文摘要
字符度量是半圣代数的不可约表示的概率度量。它从分解为基本代表的张量功能的不可值。在本文中，我们计算了在权重图边界附近的SO（2n+1）表示（2N+1）的表示形式上的渐近度。我们发现它会收敛到泊松型分布。
Character measure is a probability measure on irreducible representations of a semisimple Lie algebra. It appears from the decomposition into irreducibles of tensor power of a fundamental representation. In this paper we calculate the asymptotics of character measure on representations of so(2n+1) in the regime near the boundary of weight diagram. We find out that it converges to a Poisson-type distribution.
