论文标题
打扮非线性Schrödinger方程的新的可集成边界
Dressing a new integrable boundary of the nonlinear Schrödinger equation
论文作者
论文摘要
我们进一步开发了为半线上的聚焦非线性schrödinger方程（NLS）打扮的方法，以包括Zambon提出的新边界条件。此外，通过明确计算Darboux转换下的散射数据的变化，将解决方案与镜像技术产生的解决方案进行比较的基础。特别是，开发的方法用于插入纯孤子溶液。
We further develop the method of dressing the boundary for the focusing nonlinear Schrödinger equation (NLS) on the half-line to include the new boundary condition presented by Zambon. Additionally, the foundation to compare the solutions to the ones produced by the mirror-image technique is laid by explicitly computing the change of scattering data under the Darboux transformation. In particular, the developed method is applied to insert pure soliton solutions.
