几何图形关于点集对称的尝试性研究
Study of geometric symmetry with setting points on the geometric
本文尝试通过对几何图形关于点对称的几何对称方法进行推广,提出几何图形关于点集对称的几何对称方法,并在1维、2维、3维空间中分别举例演示几何图形通过关于点集对称,进行几何图形的空间变换。从演示结果中可以发现,几何图形关于点集对称具有可行性,一个简单的图形经过关于某个图形点集对称,可以与另一个复杂的图形联系起来。这为看待几何图形之间的联系提供一个新角度,让许多表面上无明显联系的几何图形之间能够产生可描述的数学关系
his paper tries to promote the methods of geometric symmetry, showing a method of geometric symmetry with setting points on the geometric. And it shows the geometry of transformation by making example in Victoria 1, 2-D and 3-D space. The results from the example can be found that the method of geometric symmetry with setting points on the geometric is Feasibility. And a simple graph is linked with a complex graph. This method provides a new perspective on the link between the geometry. Two geometries may be able to have a mathematical description of the relationship with the method.
朱锋
数学
几何图形对称空间变换图形联系
Geometrysymmetryransform spaceGraphic links
朱锋.几何图形关于点集对称的尝试性研究[EB/OL].(2008-11-11)[2025-08-18].http://www.paper.edu.cn/releasepaper/content/200811-280.点此复制
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