论文标题
从兰伯特 - W功能方面，恰好可溶解的量子系统
Exactly-solvable quantum systems in terms of Lambert-W functions
论文作者
论文摘要
我们构建了各种可溶解的新量子系统，其电位是根据兰伯特 - W函数给出的。特别是，我们生成具有能量依赖电势的Schrödinger模型，使用超对称形式主义的常规Schrödinger模型和二维DIRAC系统。此外，我们为Lambert-W函数提供了Wronskian积分公式。
We construct a variety of new exactly-solvable quantum systems, the potentials of which are given in terms of Lambert-W functions. In particular, we generate Schrödinger models with energy-dependent potentials, conventional Schrödinger models using the supersymmetry formalism, and two-dimensional Dirac systems. In addition, we derive Wronskian integral formulas for Lambert-W functions.
