首先,我们将这些方程的问题工转换成最小二乘的问题Ⅱ,其次利用基样条(Cardinal spline)的方法把问题Ⅱ归结为解线性方程组的问题Ⅲ。 文中主要结果是定理1—4。
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cardinal-spline cardinal样条插值
cubic cardinal-spline 三次c样条
elliptic-cardinal spline 椭圆型cardinal样条
cardinal spline interpolation 基样条插值
Cardinal Spline curves Cardinal样条曲线
cardinal spline functions 基样条函数
multivariate cardinal spline 多元cardinal样条
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This method draws a cardinal spline that passes through each point in the array.
此方法绘制经过数组中每个点的基数样条。
This method draws a closed cardinal spline that passes through each point in the array.
此方法绘制经过数组中每个点的闭合基数样条。
Markov Bernstein inequality for cardinal spline played an important role in its properties.
基样条函数的M - B型不等式是其十分重要的性质。
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