论文标题
与给定能量谱相关的潜在功能的构建 - 一个反问题。 ii
Construction of potential functions associated with a given energy spectrum -- An inverse problem. II
论文作者
论文摘要
我们继续对反问题的解决方案始于[int的第一作者。 J. Mod。物理。 A 35，XXXX（2020），生产中]。与相同能量谱公式相对应的确切可解决问题的其他潜在功能，但对于不同的能量多项式和碱基。在这项工作中，我们获得了与威尔逊多项式和“雅各比基”相关的一类潜在功能。
We continue our solution of the inverse problem started by the first author in [Int. J. Mod. Phys. A 35, xxxx (2020), in production]. Additional potential functions for exactly solvable problems that correspond to the same energy spectrum formula but for different energy polynomials and bases are found. In this work, we obtain a class of potential functions associated with the Wilson polynomial and "Jacobi basis".
