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二次曲面的保型性探讨
引用本文:朱鹏华.二次曲面的保型性探讨[J].山东科学,2010,23(6):20-25.
作者姓名:朱鹏华
作者单位:山东劳动职业技术学院,山东 济南 250300
摘    要:本文通过研究过定点的二次曲面动弦中点的轨迹方程∑′和定点与二次曲面上动点之间定比分点的轨迹方程∑,″将十七种二次曲面的衍生轨迹∑′和∑″的保型性问题进行讨论,并得到关于二次曲面保型性的两个重要结论.

关 键 词:二次曲面  保型性  保型变换  
收稿时间:2010-06-12

On Simplification of Type-Preserving Problems of Quadratic Surfaces
ZHU Peng-hua.On Simplification of Type-Preserving Problems of Quadratic Surfaces[J].Shandong Science,2010,23(6):20-25.
Authors:ZHU Peng-hua
Institution:Shandong Labor Vocational and Technical College, Jinan 250300, China
Abstract:This paper addresses the orbit equation ∑′ passing a fixed point and the midpoint in the secant of a fixed quadratic surface and the orbit equation ∑″ of a point dividing a line segment in a given ratio between a fixed point and a moving point of a quadratic surface.This paper further presents such orbit equations as ∑′ and ∑″ for seventeen quadratic surfaces and derives two important conclusions for type-preserving of quadratic surfaces.
Keywords:quadratic surface  type-preserving  type-preserving transformation  
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