论文标题
临界维度中甚至零件椭圆系统的保护法律 - 一种新方法
Conservation laws for even order elliptic systems in the critical dimension -- a new approach
论文作者
论文摘要
我们考虑订单的椭圆系统$ 200万美元的尺寸$ 200M $，这些省点是外部和内在的多谐波地图的概括。我们通过使用Uhlenbeck的量规固定矩阵的小扰动来显示这些系统的保护定律的存在。
We consider elliptic systems of order $2m$ in dimension $2m$ which are generalizations of extrinsic and intrinsic polyharmonic maps. We show the existence of a conservation law for these systems by using a small perturbation of Uhlenbeck's gauge fixing matrix.
