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首页> 外文期刊>Numerical Mathematics. English series >BIVARIATE VECTOR VALUED RATIONAL INTERPOLANTS BY BRANCHED CONTINUED FRACTIONS
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BIVARIATE VECTOR VALUED RATIONAL INTERPOLANTS BY BRANCHED CONTINUED FRACTIONS

机译:分枝连续分数的二值向量有理插值器

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摘要

By making use of Thiele—type bivariate branched continued fractions and Samelson inverse, we construct a few kinds of bivariale vector valued rational inlerpolanls (BVRIs) over rectangular grids and find out certain relations among these BVRIs such as boundary identity and duality.
机译:通过使用Thiele型双变量分支连续分数和Samelson逆,我们在矩形网格上构造了几种双值矢量有理无理通量(BVRI),并找出了这些BVRI之间的某些关系,例如边界同一性和对偶性。

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