论文标题
J-Matrix的散射方法，用于具有超临界耦合II的逆向单数电位。正则化
J-matrix method of scattering for inverse-square singular potentials with supercritical coupling II. Regularization
论文作者
论文摘要
本文是上一篇的延续[Journal XX，XXXXX（2022）]。在这里，我们通过规范平方奇异潜力来重新制定相同的J-矩阵理论。目的是恢复理论中计算的快速收敛，并恢复常规的三角形表示。取得了部分成功。
This paper is a continuation of the previous one [Journal xx, xxxxx (2022)]. Here, we reformulate the same J-matrix theory by regularizing the inverse square singular potential. The objective is to restore rapid convergence of the calculation in the theory and recover the conventional tridiagonal representation. Partial success is achieved.
