论文标题
在4维拆分签名中的反自我双阳米尔斯方程的多丝散射
Multi-Soliton scattering of the Anti-Self-Dual Yang-Mills Equations in 4-dimensional split signature
论文作者
论文摘要
我们构建Asdym 1-Solitons和多solitons进行分裂签名，并将其解释为孤子壁。我们表明，对于整个相交的孤子墙，量规组为$ \ mathrm {g = su（2）} $，对于渐近区域中的每个孤子墙，$ \ mathrm {su（3）} $。这是与Masashi Hamanaka，Claire R. Gilson和Jonathan Nimmo的部分联合研究。
We construct the ASDYM 1-solitons and multi-solitons for split signature and interpret them as soliton walls. We show that the gauge group is $\mathrm{G=SU(2)}$ for the entire intersecting soliton walls, and $\mathrm{SU(3)}$ for each soliton walls in the asymptotic region. This is joint research partially with Masashi Hamanaka, Claire R. Gilson, and Jonathan Nimmo.
