Publication Type : Conference Paper
Publisher : International Conference on Frontiers in Mathematics
Source : International Conference on Frontiers in Mathematics (2015), 225--228
Campus : Amaravati
School : School of Physical Sciences
Department : Mathematics
Year : 2015
Abstract : This paper presents a new symbolic algorithm for polynomial interpolation with a given set of independent Stieltjes conditions at arbitrary points over integro-differential algebras. For expressing Stieltjes conditions in present algorithm, we employ the algebra of integro-differential operators. The error due to the approximation of a function by polynomial interpolation is also discussed. Implementation of the proposed algorithm in Maple is described and provided sample computations. This algorithm will help to implement the manual calculations in commercial packages.
Cite this Research Publication : S. Thota, S. D. Kumar: Symbolic method for polynomial interpolation with Stieltjes conditions, International Conference on Frontiers in Mathematics (2015), 225--228.