1) complex centered affine plane
复有心仿射平面
2) finite affine planes
有限仿射平面
1.
In this paper,we mainly introduce the constructing of some complete orthonormal sets of Latin squares by the finite affine planes.
本文主要介绍了用有限仿射平面构造一些拉丁方的完备正交组的方法。
3) affine plane
仿射平面
1.
In this paper, by cross ratio, on affine plane, as to conic, we probe the locus equation of intersection point of two tangent lines with intersectional angle θ, and reveal several special examples about it.
利用交比 ,在仿射平面上 ,对于二阶曲线 ,探求交成θ角的两切线的交点的轨迹方程 ,进而揭示其若干特殊情形 。
2.
In two affine planes,if one affine plane is taken homothetic transformation or reflecting transformation at definite value,they can reach the corresponding tangential transformaation.
任意二仿射平面场经过定值的位似变换，移动或进行反射变换后可以达到切移对应。
4) Affine normal plane
仿射法平面
5) affine hyperplane
仿射超平面
6) centroaffine hypersurfaces
中心仿射超曲面
1.
The author studied centroaffine hypersurfaces in (n+1) dimensional Euclidean space R n+1 and obtained the results for the uniqueness and existence of centroaffine hypersurfaces.
本文作者研究了 (n + 1)维欧氏空间Rn+1中的中心仿射超曲面 ,得到了中心仿射超曲面的唯一性和存在性两个结
2.
In this paper, we will first introduce connection form g and cubic form A, then westudied centroaffine hypersurfaces in (n + 1) -dimensional affinespace An+1 and got the uniqueness and existence of centroaffinehypersurfaces.
对任意超曲面浸入x：M→A~(n+1)，若位置矢量x横截于点x处的切平面x_*(TM)，则TM上存在在中心仿射变换群G作用下不变的对称的双线性形式g和对称的三次协变形式A，如果g非退化，我们则称x为中心仿射超曲面。
补充资料：等仿射平面
等仿射平面
equi-afflne plane
等仿射平面[仰‘旧场说户理;，胭a中今仙朋:11月oc-毗T‘1，亦称等积仿射平面 在仿射么模群(affi搜m血立月以盯grO叩)的变换下的仿射平面，其中平行四边形的面积不变. 月.A.C助opoB撰【补注】亦见等仿射几何学(闪哪一曲面e多力能tI’y). 马传渔译黄正中校
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条