节点文献
同类不重叠的一维和二维基本形的射影对应为透视对应的条件
The Condition for the Same One-dimensiona and Two-dimensional Fundamental Projective Correspondence to be Perspespective Correspondence
【摘要】 射影几何中的透视对应是射影对应的一种特殊而又基本的对应,要判断射影对应是否为透视对应,在射影几何中处于十分重要的地位,本文主要用代数的方法给出了同类不重叠的一维、二维基本形的射影对应为透视对应的条件。
【Abstract】 Perspective correspondence is a kind of special and basic correspondence in projective geometry.To decide whether a projective correspondence is a perspective correspondence plays a very important role in projective geometry.In the paper is given in algebra methods the condition for the same one-dimensional and two-dimensional fundamental projective correspondence to be perspective correspondence.
【关键词】 一维;
二维;
射影对应;
透视对应;
【Key words】 one-dimensional; two-dimensional; projective correspondence; perspective correspondence;
【Key words】 one-dimensional; two-dimensional; projective correspondence; perspective correspondence;
【基金】 云南省十五教育科研立项目
- 【文献出处】 云南师范大学学报(自然科学版) ,Journal of Yunnan Normal University(Natural Sciences Edition) , 编辑部邮箱 ,2006年03期
- 【分类号】O185
- 【下载频次】29