On Interpolation by Homogeneous Polynomials in ℝ2
- Authors: Manh P.V.1, Long T.V.1
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Affiliations:
- Hanoi National University of Education
- Issue: Vol 54, No 5 (2019)
- Pages: 268-275
- Section: Functional Analysis
- URL: https://journals.rcsi.science/1068-3623/article/view/228364
- DOI: https://doi.org/10.3103/S1068362319050030
- ID: 228364
Cite item
Abstract
In this paper, we study bivariate homogeneous interpolation polynomials. We show that the homogeneous Lagrange interpolation polynomial of a sufficiently smooth function converges to a homogeneous Hermite interpolation polynomial when the interpolation points coalesce.
About the authors
P. V. Manh
Hanoi National University of Education
Author for correspondence.
Email: manhpv@hnue.edu.vn
Viet Nam, Hanoi
T. V. Long
Hanoi National University of Education
Author for correspondence.
Email: tangvan.long@gmail.com
Viet Nam, Hanoi