与给定能谱有关的势函数的构造--一个反问题。II
Construction of potential functions associated with a given energy spectrum -- An inverse problem. II
摘要：
我们继续解决第一作者在[Int. J. Mod. Phys. A 35，xxxx（2020），in production]中开始的逆问题。对于对应于同一能量谱公式但不同能量多项式和基的精确可解问题，找到了附加的势函数，得到了一类与Wilson多项式和“Jacobi基”相关的势函数。
英文摘要：
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".
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