论文标题
通过高几何方程式一类新的可溶解电势
A new class of exactly-solvable potentials by means of the hypergeometric equation
论文作者
论文摘要
我们通过Schrodinger方程的超几何方程获得了一类新的可溶势，这与Bose和Natanzon引入的准确可溶性电位不同。使用新的可解决势能，我们可以获得相应的复杂PT不变电位。此方法也可以应用于其他Fuchs方程。
We obtained a new class of exactly-solvable potentials by means of the hypergeometric equation for Schrodinger equation, which different from the exactly-solvable potentials introduced by Bose and Natanzon. Using the new class of solvable potentials, we can obtain the corresponding complex PT-invariant potentials. This method can also apply to the other Fuchs equations.
