摘要
The stationary for harmonic maps is considered from a Riemannian manifoldM into a complete Riemannian manifoldN without boundary, and it is proved that its singular set is contained inQ 1 2MQ 3
The stationary for harmonic maps is considered from a Riemannian manifold M into a complete Riemannian manifold N without boundary, and it is proved that its singular set is contained in Q<sub>1</sub>∪Q<sub>3</sub>.
基金
Project supported partially by the Development Foundation Science of Shanghai, China.
