弱P-调和映射流的紧性性质

Compactness Properties of Heat Flows for Weakly p Harmonic Maps

分别考虑了映入球面及紧致的齐性Ｒｉｅｍａｎｎｉａｎ空间的弱Ｐ－调和映射流；通过球面及齐性Ｒｉｅｍａｎｎｉａｎ空间的对称性质，证明了弱Ｐ－调和映射流的紧性性质．

In this paper, we consider the heat flows for weakly p -harmonic maps into spheres or Riemannian Homogeneous space respectively. By using the symmetric structure of spheres or Riemannian Homogeneous spaces, we prove that heat flows for weakly p -harmonic maps have compactness properties.