Abstract
A generalized family of (2 + 2)-point n-ary approximating
subdivision schemes by using Newton interpolating polynomials is presented for the generation of curves and surfaces, where ≥ 0 and n≥ 2.
This family unifies some well known curve and surface schemes. Furthermore, the error bound evaluation technique for the proposed schemes is
also discussed.
Faheem Khan, Muhammad Oma. (2019) Generalized Family of Approximating Schemes based on Newton Interpolating Polynomials and its Error Analysis, Punjab University Journal of Mathematics, Volume 51, Issue 6.
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