Computational aspects of multivariate polynomial interpolation Authors
First Online: 05 December 2013 Received: 07 October 1994 Revised: 24 October 1994 DOI:
Cite this article as: Sauer, T. Adv Comput Math (1995) 3: 219. doi:10.1007/BF02432000 Abstract
The paper is concerned with the practical implementation of two methods to compute the solution of polynomial interpolation problems. In addition to a description of the implementation, practical results and several improvements will be discussed, focusing on speed and robustness of the algorithms under consideration.
Keywords Lagrange interpolation finite difference algorithm AMS subject classification Primary 41A05 41A10 65D05 65D10
Communicated by C.A. Micchelli
C. de Boor and A. Ron, Computational aspects of polynomial interpolation in several variables, Math. Comp.
MathSciNet CrossRef MATH
C++Primer, 2nd ed. (Addison-Wesley, 1991).
Th. Sauer and Y. Xu, On multivariate Lagrange interpolation, to appear in Math. Comp.
Th. Sauer and Y. Xu, A case study in multivariate Lagrange interpolation, to appear in NATO Conf. Proc., Maratea (1994).
The C++Programming Language, 2nd ed. (Addison-Wesley, 1991). Copyright information
© J.C. Baltzer AG, Science Publishers 1995