论文标题
通过gevrey-2属性传出解决方案
Outgoing solutions via Gevrey-2 properties
论文作者
论文摘要
Gajic - Warnick最近提出了一个基于Infinity的Gevrey-2规律性的散射共振的定义，并引入了可以定义共振的新电位。我们表明，基于复杂缩放的标准方法适用于稍大的势能，并显示出更大角度的共振存在。
Gajic--Warnick have recently proposed a definition of scattering resonances based on Gevrey-2 regularity at infinity and introduced a new class of potentials for which resonances can be defined. We show that standard methods based on complex scaling apply to a slightly larger class of potentials and show existence of resonances in larger angles.
