在锥形区域里关于任意正测度得到了与稳态的薛定谔算子有关的Green位势和Poisson积分在无穷远处的值分布,然后提出了a-稀疏集的一个覆盖性质.
In the paper we obtain the value distribution of Green potential and Poisson integral with respect to any positive measure associated with the stationary SchrSdinger operator at infinity in a cone, then put forward a covering property for a-rarefied sets.