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Pole's decomposition for Burgers' hierarchy with dynamical systems of poles for solutions of its first and second level

机译:POLE对汉堡的层次分解,具有杆子动力系统,用于其第一和第二级的解决方案

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Singularities (poles in particular) often occur in solutions of partial differential equations. In this paper we consider the Burgers hierarchy family of equations. We prove that this family enjoys poles decomposition property. This property may provide rational solutions with movable poles. We find the motion of these poles as dynamical systems for the first and second level of the hierarchy.
机译:奇点(特别是杆子)经常发生在部分微分方程的解。在本文中,我们考虑汉堡阶层的等级系列。我们证明这个家庭享有杆子分解属性。该物业可提供可移动磁极的合理解决方案。我们发现这些磁极的运动作为动态系统,用于第一层级的第一和第二级。

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