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Interpolation Theory Overview by Hutridurga by thomas shelby is a document available to read on EtoBox.

This document provides an overview of polynomial interpolation theory. It discusses: 1) The interpolation problem of finding a function that passes through a set of given data points. 2) Polynomial interpolation as a class of interpolants where the interpolating function is a polynomial. 3) The main result that for any set of n+1 data points, there exists a unique polynomial of degree n or less that interpolates the points, as proven by Lagrange.

Author
thomas shelby
Language
EN