Polynomial Interpolations on Time Scales

by Svetlin G. Georgiev

Read here Read at LibreTextsPDF

Polynomial interpolation is a very useful tool employed in many areas of science in which a given set of data needs to be represented by a function, in particular, by a polynomial taking the given values at the points of the given data set.

Description from LibreTexts.

Publisher
Sorbonne University
Subjects
Mathematics
Licence
CC BY 4.0, as LibreTexts states it
Who can read
Tweens profiles and older, judged from its title and subjects

Contents

LibreTexts writes equations in TeX, and here they show as TeX; the PDF has them typeset.

  1. Front Matter
  2. TitlePage
  3. InfoPage
  4. Table of Contents
  5. Licensing
  6. 1: Chapters
  7. 1.0: Lagrange Interpolation
  8. 1.1: Sigma-Lagrange Interpolation
  9. 1.2: Hermite Interpolation
  10. 1.3: Sigma-Hermite Interpolation
  11. 1.4: Delta Differentiation
  12. Back Matter
  13. Index
  14. Glossary