Harmonic maps can construct the mapping relation between two regions.
调和映射可用于建立区域之间的映射关系。
As its applications, we obtain an equivalent condition for harmonic maps to be strongly conformal.
作为应用，我们得到了调和映照为强共形的一个等价条件。
In this paper, we study the nonexistence of the stable quasi-harmonic maps and obtain a pinching Theorem.
本文讨论了稳定拟调和映照的不存在性，得到了一个拼挤定理。
The boundary regularity for a class of weakly harmonic maps which maps into sphere and satisfies a quasi monotonicity inequality is discussed.
讨论一类映入球面的满足拟单调不等式的弱调和映射的边界正则性。
Under a suitable condition, this paper gives an existence theorem for harmonic maps from surfaces to certain Riemannian manifolds in a large scale.
在一定条件下，给出了一个从曲面出发的大范围调和映照的存在性定理。
In this paper, we mainly study equivariant harmonic maps, the theorem of reduction, the equivariant variational formula, and the harmonic equation.
在本文中我们主要研究了等变调和映照、及其约化定理和等变变分公式，得到了等变调和映照的调和性方程。
In this paper, we mainly study equivariant harmonic maps, the theorem of reduction, the equivariant variational formula, and the harmonic equation.
在本文中我们主要研究了等变调和映照、及其约化定理和等变变分公式，得到了等变调和映照的调和性方程。
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