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Newton’s forward interpolation: representation of numerical data by a polynomial curve

Abstract

In order to reduce the numerical computations associated to the repeated application of the existing interpolation formula in computing a large number of interpolated values, a formula has been derived from Newton’s forward interpolation formula for representing the numerical data on a pair of variables by a polynomial curve. Application of the formula to numerical data has been shown in the case of representing the data on the total population of India corresponding as a function of time. The formula is suitable in the situation where the values of the argument (i.e. independent variable) are at equal interval.

Multidisciplinary Science and Engineering ResearchFractional Differential Equations SolutionsMathematicsInterpolation (computer graphics)Polynomial interpolationInterval (graph theory)Applied mathematicsPolynomialComputationVariable (mathematics)Representation (politics)Function (biology)
Citations
6
FWCI
0.29
field-weighted impact
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0
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74%
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