General Mathematics

   

Trigonometric Interpolation Based on Summation of Fourier Series F_{i}^{\delta} with Data-Related Delta-Function Property F_{i}^{\delta}\left(x_{j}\right)=y_{j}\delta_{ij} (Analogy to Lagrange Form of Interpolation Polynomial)

Authors: Andrej Liptaj

Full analogy to the Lagrange form of the interpolation polynomial is constructed for Fourier series. As a straightforward consequence one gets the ability to extend an existing trigonometric interpolation to additional data point(s).

Comments: 10 Pages.

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Submission history

[v1] 2017-04-19 11:32:41

Unique-IP document downloads: 18 times

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