1) parametric projective transformation
参数射影变换
1.
The parametric projective transformation formula is derived which has the same influence on parameterization as the weight transformation with the shape unchanged is discussed.
得到了与权因子变换对参数化有同样影响的参数射影变换 ,2种变换都不改变曲线的形状和首末端点 ,仅仅改变了曲线上的点与定义域内点的对应关系。
2) Real projective transformation
实系数射影变换
3) projective parameter
射影参数
4) projective transformation
射影变换
1.
The exploration for projective transformation of non-full rank and full rank;
非满秩与满秩射影变换的探索
2.
Projective Transformation of Rational Quadratic Bézier Curves;
有理二次Bézier曲线的射影变换
3.
Methods: Firstly,projective transformation of an image was carried out and projective distortion from each primary serial image was eliminated based on the centroid coordinates of every locating rods image.
方法:首先基于中国数字人连续断层图像的4个定位杆坐标值,对断层图像进行射影变换,消除其射影失真。
5) projective change
射影变换
1.
This paper gives the method of homogeneous projection coordinates system that is established by original element turning to natural coordinates system under the projective change.
给出在射影变换下以原象元素所建立的齐次射影坐标系化为自然坐标系的方法 ,不妨称作基元变换法 。
2.
In this paper we first study the Finsler projective change which preserves the Ricci curvature.
本文研究了保持Ricci曲率不变的Finsler射影变换。
补充资料：射影变换
见射影几何学。
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