对0.618法、基准旋转法和凸多边形法等不同算法的比较进行了尝试。
An attempt has been made to compare different algorithms which are based on the methods of 0.618, standard rotation and convex polygon.
本文介绍了直线度误差最小评定的0.618法和凸多边形法，并给出了这两种方法的高级语言程序。
The 0.618 method and the convex polygon method for minimum condition evaluation of straightness error are introduced, and their high-level language programs are given in this paper.
凸多边形是一个很有用的表示法，因为我们知道凸多边形内部任意两点之间没有障碍。
Convex polygons are a usefulrepresentation, since we know that there are no obstructions between any twopoints inside a polygon.
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