1) polynomial basis
多项式基
1.
Boundary polynomial point interpolation mesh-free method(BPPIM) and boundary radial point interpolation mesh-free method(BRPIM) were presented,based on polynomial basis and radial basis respectively for transient eddy current analysis,and their interpolation shape functions satisfy the Kronecker delta function and the essential boundary conditions can be directly imposed on the boundary nodes.
运用多项式点插值法(PPIM)和径向基点插值法(RPIM)构造形函数,推导了适合于工程电磁场瞬态涡流问题的多项式基点插值边界无单元方法(BPPIM)和径向基点插值边界无单元方法(BRPIM),这两种方法的空间插值形函数满足Kronecker delta条件,从而强加边界条件可以直接施加在边界点上。
2.
This technique uses basis conversion to change the representation basis of the elements,and than uses the AI algorithm in polynomial basis to calculate the inversion.
该文给出了有限域GF(2m)上使用正规基表示时的一种快速求逆方案,该方案基于基转换技术,更改运算元素的表示基,采用多项式基的AI求逆算法进行运算。
3.
Then the relation of confederate matrix with respect to polynomial basis is studied,several similar relation expressions within them are given.
通过定义多项式空间上的线性算子,研究与多项式基相关的联合矩阵的关系,得到了它们之间的相似关系式。
2) power polynomials
幂基多项式
1.
Several techniques are set forth in the paper for the frequency response functions (FRFs)fitting by ordinary power polynomials.
提出了用幂基多项式拟合频响函数的几点技巧。
3) fundamental polynomials
基本多项式
4) orthogonal basis transfer function
正交多项式基
1.
The learning algorithms with orthogonal basis transfer function for static and dynamic neural networks are provided.
本文根据东江水质自动监测系统的分布情况，提出了由上游水质预测下游水质和当前水质预测未来水质的两种基于自适应神经网络的东江惠州－东岸段水质预测建模方法，给出了基于正交多项式基的神经网络静、动态学习算法，在学习过程中可同时确定网络的拓扑结构和相应的正交多项式基，且无局部极值问题。
5) polynomial basis function
多项式基函数
1.
The approximate trial function used in the Weighted Residuals Method was constructed by the Point Interpolation Method, which used the combination of radial and polynomial basis functions as its basis functions.
采用径向基函数与多项式基函数作为耦合的基函数,并利用点插值法构造加权残值法中的近似试函数,试函数中的形函数具有狄拉克-δ函数性质,因此可以直接施加本质边界条件。
6) Polynomial basis functions
多项式基函数
1.
A new approximate method based on coupled radial basis functions and polynomial basis functions is presented.
耦合径向基函数和多项式基函数,形成一种新的近似函数。
补充资料：多项式乘多项式法则
Image:1173836820929048.jpg
多项式乘多项式法则
先用一个多项式的每一项乘以另一个多项式的每一项，再把所得的积相加。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。