论文标题
在转移半圆形的根上
On Shifting Semicircular Roots
论文作者
论文摘要
在Stieltjes变换的持续扩展的框架内，我们考虑对半圆形定律的转移。相关度量的连续部分接收了密度函数，该密度函数是多项式的半圆形函数。我们研究了该多项式分母如何确定转移的半圆形定律，并在将步骤降至第二步的级别的示例中具有明确的描述。
In the framework of continued fraction expansions of Stieltjes transforms, we consider shifting of semicircular laws. The continuous part of the associated measure admits a density function which is the quotient of semicircular one by a polynomial. We study how this polynomial denominator determines shifted semicircular laws, with explicit descriptions in examples of shifting up to the level of step two.
