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1)  cardinal function
基数函数
2)  Base function
基底函数
3)  radial basis function
径基函数
1.
Radial Basis Function-weighted Partial Least Square Regression and Its Application to Develop Dry Point Soft Sensor;
基于径基函数-加权偏最小二乘回归的干点软测量
2.
A novel method integrating the radial basis function (RBF) with partial least squares regression (PLSR), which can describe complex nonlinear system, was established.
采用具有强非线性表达能力的径基函数(RBF)-偏最小二乘回归(PLSR)相结合的建模方法建立了对苯二甲酸中对羧基苯甲醛含量的软测量模型。
3.
Based on researching into the classification mechanisms of feedforward single-layer radial basis function (RBF) and linear basis function (LBF) networks,the author presents the viewpoints that the RBF centers and widths should be determined through a self-learning procedure,that some new kernels naturally come into being according to which class the labeled patterns are misclassified to.
研究了前向单层径基函数 (RBF)网络和前向单层线性基本函数 (LBF)网络的分类机理 ,提出了RBF的中心和宽度应通过学习自动确定 ,在学习过程中根据错分样本被错分入的类别自动生成新的核函数这一观点 。
4)  basic function
基函数
1.
Methods of choosing basic function in WKB approximation;
WKB近似中基函数选择方式
2.
The unknown current at line,surface and volume is uniformly represented by RWG basic function.
其中统一采用RWG基函数对线、面、体导体上的电流进行展开;对于任意的线-面,面-面连接情况,根据电流连续性条件,给出了通用的设置基函数和未知量的方法;对于辐射问题,给出了设置激励源与计算输入阻抗的方法。
3.
This paper presents the construction of the shape functions using the monomial basic function and describes the properties of the shape functions.
本文研究了点插值法中以单项式为基函数的形函数的建立及其性质,并通过矩阵三角化算法来克服形函数矩阵大奇异性。
5)  Hermite basis function
Hermite基函数
6)  base function
基函数
1.
Instead of the empirical direct substitution method used in former harmonic ex- pansion method for the generation of perturbation base functions,a more rigorous 1~(st)or- der perturbation method was proposed to generate the perturbation base functions.
针对文献提出的用于换料方案快速评价的低阶谐波展开法,提出用一阶微扰方法来替代原先经验性的扰动基函数产生方法,从而使低阶谐波展开法的理论更完善、适用性更广、精度更高。
2.
A kind of differential manifold,circle,was defined as the parametric space and non-uniform B-splines defined on the unit circle were treated as base functions.
为了方便地构造真正意义上的光滑封闭参数曲线,以微分流形———圆为封闭参数曲线的定义域,以非均匀B样条为定义域上的基函数,设计了用于构造封闭参数曲线的控制顶点、控制顶点对应的参数值及节点矢量的确定方法和曲线上一点的三维坐标值计算方法;以作均匀有理B样条(NURBS)曲线常用的控制技术如夹直线段、在曲线上形成尖角等检验该算法与NURBS方法的兼容性。
3.
By extracting the output data of the controlled system and making use of the optimal consistency approach of Chebyshev orthogonal polynomial in dealing with data, the base function of system s output predictive model is derived.
利用chebyshev正交多项式在数值方面最佳一致逼近的特性,结合对被控系统输出数据的信息,经过特征提取,构造chebyshev基函数,建立系统的输出预测模型,作为模糊控制的附加决策项。
补充资料:基数标准(见基数)


基数标准(见基数)
level of basic load

  lishu biaozhun基数标准(level of basic load)见基数。
  
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