摘要
本文提出了一种非局部两分量耦合复可积无色散方程。利用达布变换方法得到了零种子解和非零种子解两种情况下,非局部两分量耦合复可积无色散方程的孤子解。
In this paper, a nonlocal two-component complex coupled integrable dispersionless equation is proposed. The soliton solutions of nonlocal two-component coupled complex integrable dispersion-less equations are obtained by using darboux transformation method under two cases of zero seed solution and non-zero seed solution.
出处
《应用数学进展》
2022年第5期2703-2710,共8页
Advances in Applied Mathematics
