1) homogeneous isopara-metric polynomial maps
齐性等参多项式映射
2) homogeneous polynomial maps
齐次多项式映射
1.
It is proved in this paper that there is only one equivalent class (under orthogonal transformations) of homogeneous polynomial maps of degree 3 between two spheres if the dilatation of the maps is three.
论文证明了二维球面之间的三次齐次多项式映射f,当伸缩度为 3时 ,在正交等价意义下f是唯一存在的 。
3) polynomial mapping
多项式映射
1.
A mathematical model based on polynomial mapping is used to map the image from the distortion image space onto the corrected image space.
方法假定畸变为圆对称形式 ,并利用多项式映射将畸变图像从畸变图像空间映射到校正图像空间。
4) polynomial map
多项式映射
1.
Linearly triangularizable polynomial mapping;
可上三角化的多项式映射(英文)
2.
A Grbner bases of the Kerφ, where Kerφ is the kernel of a polynomial map φ is considered also, and the algorithm that we determine that φ is surjective or not is given.
利用四元数除环上多项式环的Gr bner基理论得到了消元定理 ,利用消元定理给出求理想生成元的消元算法 ,且该生成元是相对消元序的Gr bner基 ;研究了多项式映射 φ的核Kerφ的Gr bner基和给出算法来判定 φ是否是映上的 。
3.
Let k be a field of characteristic zero and F : k~n→k~n a polynomial map.
Jacobi猜测是仿射代数几何领域的一个著名公开问题,这个猜测是说:特征零的域上Jacobi行列式为非零常数的多项式映射必为多项式自同构。
5) power linear map
线性多项式幂映射
1.
are the rows of JH linearly dependent over k?This dissertation is devoted to three topics on polynomial maps: the linear dependence problem for power linear maps, the linear dependence problem for Yagzhev quasi-translations in dimension 5 and the strongly nilpotent problem for quadratic Yagzhev maps.
本文主要讨论以下三个方面的问题:(1)线性多项式幂映射的相关性问题。
6) polynomial complex mapping
多项式复映射
补充资料：齐等
1.平等;同等。
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