实际上定义了一个 、 和 、 之间的映射，假设这个映射是 ，我们需要做

实际上定义了一个 、 和 、 之间的映射，假设这个映射是 ，我们需要做的就是求解在这个映射下，即可得到在调和映射作用下，网格点在纹理域上的纹理坐标。
在离散情况下，公式（5）、（7）分别转化为：

結果 (英文) 1:

Defines a mapping between a, and, in fact, assume that this map is, we need to do is solve this mapping, can be obtained in the presence of harmonic maps and texture coordinates on a grid point on the texture domain.In the discrete case, equation (5), (7) into:

結果 (英文) 2:

Actually defines a mapping, and between, assuming this mapping is that we need to do is to solve in this map, you can get in the role of harmonic maps, grid point texture coordinates on the texture domain.
In the discrete case, equations (5), (7) are converted to:

結果 (英文) 3:

Actually defines a mapping between a, and,, assuming that this mapping is, we need to do is to solve in this mapping can be obtained in the harmonic mapping, function, texture coordinates of the mesh point in the texture domain.
in the discrete case, formula (5), (7) were transformed into: