A Method of Neville-like Vector-valued Blending Rational Interpolants Based on Continued Fractions
Chunyan Duan · Journal of Information and Computational Science · 2014
In this work we establish Neville-like vector-valued blending rational interpolants through the Thiele’s vector-valued continued fractions interpolants and the Neville’s algorithm. Especially, our method can offer many styles to solve the vector-valued rational interpolants problem. Using Samelson inverse, we calculate our Neville-like vector-valued blending rational interpolants. We give the numerical examples to display the flexibility and the sneakerization of our method.