On the divided differences of the remainder in polynomial interpolation

  title={On the divided differences of the remainder in polynomial interpolation},
  author={Xinghua Wang and Ming-Jun Lai and Shijun Yang},
  journal={Journal of Approximation Theory},
We present formulas for the divided differences of the remainder of the interpolation polynomial that include some recent interesting formulas as special cases. r 2004 Elsevier Inc. All rights reserved. 

From This Paper

Topics from this paper.
1 Citations
16 References
Similar Papers


Publications citing this paper.


Publications referenced by this paper.
Showing 1-10 of 16 references


  • X. Wang, M. J. Lai
  • Yang, On divided differences of the remainder of…
  • 2004
1 Excerpt

The remainder presentation of interpolation polynomial and its application in spline analysis

  • X. Wang, Y. Yang
  • Math. Advances 13 (1984) 153–160 (in Chinese…
  • 2004
1 Excerpt


  • X. Wang
  • Wang, M.J. Lai, Some results on numerical divided…
  • 2003
1 Excerpt

Numerical Differentiation

  • X. Wang
  • in: L. Hua, B. Su (Eds.), Chinese Encyclopedia…
  • 1988
1 Excerpt

On multivariate Newtonian interpolation

  • X. Wang, M. J. Lai
  • Scientia Sinica 29
  • 1986
1 Excerpt

A note on the remainder of a multivariate interpolation polynomial

  • M. J. Lai, X. Wang
  • Approx. Theory Appl. 1
  • 1984
2 Excerpts

On interpolation remainders of functions of low order smoothness

  • X. Wang, Y. Yang
  • Numerical Math. J. Chinese Univ. 5 (1983) 193–203…
  • 1983
3 Excerpts

A divided difference formula for the error in Hermite interpolation

  • T. Dokken, T. Lyche
  • BIT 19
  • 1979
1 Excerpt

Similar Papers

Loading similar papers…