1.
A way to construct bivariate blending osculatory rational interpolants of two orders
构造二阶二元混合切触有理插值函数的一种方法
2.
Osculatory Rational Hermite-like Interpolation;
类Hermite插值的切触有理插值
3.
Multivariate Blending Osculatory Rational Interpolants Based on Continued Fractions;
基于连分式的多元混合切触有理插值
4.
SN-type multivariate blending osculatory rational interpolation
SN型多元混合切触有理插值(英文)
5.
On Multivariate Osculatory Rational Interpolation and Groebner Bases for Modules
模上的Groebner基与切触有理插值
6.
A BIVARIATE RATIONAL INTERPOLATION BASED ON FUNCTION VALUES AND THE PROPERTIES
一种基于函数值的二元有理插值函数及其性质
7.
A Quasi-Neville Algorithm for Rational Interpolation and a Convex Combination Method for Osculatory Rational Interpolation;
有理插值的Neville算法和凸组合方法构造切触有理插值
8.
Distributive Values Of The Rational Function Typified as R_(m,n)(x) Free Degree;
小自由度R_(m,n)(x)型有理函数插值
9.
C~1 Monotonicity Preserving Rational Quadratic Interpolation Spline Function;
C~1保单调有理二次插值样条函数
10.
The Segment Rational Quadratic Bézier Interpolation and Approximation to Functions
函数分段有理二次Bézier插值与逼近
11.
Segment rational cubic Bézier interpolation to functions
函数分段有理三次Bézier插值
12.
The Duality of Thiele-Thiele Type Bivariate Branched Continued Fraction Osculatory Rational Interpolation;
Thiele-Thiele型二元分叉连分式切触有理插值的对偶
13.
Rational quartic interpolating spline based on function values and its application
基于函数值的四次有理插值样条及其应用
14.
Region Control of a Rational Quadratic Interpolating Curve Based on Function Values
基于函数值的有理二次插值曲线的区域控制
15.
Shape Preserving Interpolation and Shape Control of Rational Functions;
有理函数的保形插值方法及形状控制理论研究
16.
The Existence of the Two Classes of Bivariate Rational Interpolation Function and Its Algorithm;
两类二元有理插值函数存在性及其算法
17.
Refinable Function Vectors with Hermite Interpolating Property
具有Hermite插值性质的可加细函数向量
18.
Research on Construction Methods and Existence of Rational Interpolants Function
构造有理插值函数的几种方法及其存在性的研究