A NEW DIVIDED DIFFERENCE INTERPOLATION METHOD FOR TWO-VARIABLE FUNCTIONS

descriptionPublicationkeyboard_double_arrow_right Article 01 Jan 2022Publisher:Muk Publications and DistributionsJournal:Global and Stochastic Analysis, volume 9, pages 19-26

Authors: ALI SHOKRI; MOHAMMAD MEHDIZADEH KHALSARAEI; SAMAD NOEIAGHDAM; DAVRON ASLONQULOVICH JURAEV;

doi: 10.64837/gsa.9.2.2 , 10.5281/zenodo.7064361 , 10.5281/zenodo.7064362

A NEW DIVIDED DIFFERENCE INTERPOLATION METHOD FOR TWO-VARIABLE FUNCTIONS

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Abstract

Two-variable interpolation by polynomials is investigated for the given f : R2 ! R. The new idea is to compute for the points on the two sides of a rectangle. In this paper, we present a generalization of the Newton divided interpolation polynomials in two dimension. The only bet is that in (2n + 1) distinct points of function have similar quantities.

Keywords

Two-variable interpolation, Multivalue functions, Divided di®erence

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