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Construction of the metric and equivalent Hermitian Hamiltonian via SUSY transformation operators

机译:通过SUSY变换算符构造公制和等效厄米哈密顿量

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摘要

The metric operator, which is the basic ingredient for studying a quantum system described by a pseudo-Hermitian Hamiltonian, provides the necessary means for obtaining an equivalent description of the system using a Hermitian Hamiltonian. In the framework of supersymmetric quantum mechanics, we propose a method of constructing the metric operator and to obtain the Hermitian Hamiltonian equivalent to the given pseudo-Hermitian.
机译:度量运算符是研究伪-Hermitian哈密顿量描述的量子系统的基本要素,它提供了使用Hermitian哈密顿量获得系统等效描述的必要手段。在超对称量子力学的框架下,我们提出了一种构造度量算子的方法,并获得了与给定伪Hermitian等效的Hermitian哈密顿量。

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