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The Levels-Recursive Algorithm for Vector Valued Interpolants by Triple Branched Continued Fractions

The Levels-Recursive Algorithm for Vector Valued Interpolants by Triple Branched Continued Fractions
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摘要 A kind of triple branched continued fractions is defined by making use of Samel- son inverse and Thiele-type partial inverted di?erences [1]. In this paper, a levels-recursive algorithm is constructed and a numerical example is given. A kind of triple branched continued fractions is defined by making use of Samelson inverse and Thiele-type partial inverted differences . In this paper, a levels-recursive algorithm is constructed and a numerical example is given.
基金 Supported by the National Natural Science Foundation of China under Grant No. 10171026.
关键词 Levels-Recursive算法 向量估计 连分数 部分逆 Vector valued interpolant levels-recurrence algorithm algorithm triple branched continued fractions.
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