中国物理B ›› 2019, Vol. 28 ›› Issue (9): 90201-090201.doi: 10.1088/1674-1056/ab38a7
• GENERAL • 下一篇
Feng-Jie Cen(岑锋杰), Yan-Dan Zhao(赵燕丹), Shuang-Yun Fang(房霜韵), Huan Meng(孟欢), Jun Yu(俞军)
Feng-Jie Cen(岑锋杰), Yan-Dan Zhao(赵燕丹), Shuang-Yun Fang(房霜韵), Huan Meng(孟欢), Jun Yu(俞军)
摘要:
A supersymmetric version of the Ito equation is proposed by extending the independent and dependent variables for the classic Ito equation. To investigate the integrability of the N=1 supersymmetric Ito (sIto) equation, a singularity structure analysis for this system is carried out. Through a detailed analysis in two cases by using Kruskal's simplified method, the sIto system is found to pass the Painlevé test, and thus is Painlevé integrable.
中图分类号: (Partial differential equations)