首先揭示，康托对角线法的使用存在一个隐含前提。

First, this paper reveals that Cantor's Diagonal Argument has an enigmatic premise.

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在已知目标边缘点坐标的基础上，采用最短对角线法完成轮廓拼接并最终实现绘制。

After that we use the shortest diagonal method to complete the contour tiling and render the surface at last.

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对互联电路的计算，可利用三对角线方程组的追赶法，减小了计算量，提高了计算速度。

The calculation time of cascade circuit was reduced by using of the chase after method of tridiagonal equations.

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