论文标题
复杂的对称加权分化算子
Complex symmetric weighted Composition Differentiation Operators
论文作者
论文摘要
在本说明中，我们完全表征了相对于共轭运算符$ c_ {λ，α} $的复杂对称加权分化算子$ h^2 $。同时，还研究了加权构图分化算子$ h^2 $的正常和自我偶像。该注释可以被视为Fatehi和Hammond发起的工作的延续。
In this note, we completely characterize complex symmetric weighted composition differentiation operator on the Hardy space $H^2$ with respect to the conjugation operator $C_{λ,α}$. Meanwhile, the normal and self-adjoint of the weighted composition differentiation operators on the Hardy space $H^2$ are also studied. This note could be considered as a continuation of the work initiated by Fatehi and Hammond.
