弱伪厄米性与反线性交换子
Weak pseudo-Hermiticity and antilinear commutant
摘要：
我们探讨了可对角化的伪厄米特算子的一些性质，证明了它们的定义可以放宽，并且伪厄米特性质与反线性对称的存在性严格相关。然后通过考虑复Morse势的特殊情况来说明这一结果。
英文摘要：
We inquire into some properties of diagonalizable pseudo-Hermitian operators, showing that their definition can be relaxed and that the pseudo-Hermiticity property is strictly connected with the existence of an antilinear symmetry. This result is then illustrated by considering the particular case of the complex Morse potential.
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