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Birkhoff Interpolation Book

Birkhoff Interpolation
Birkhoff Interpolation, , Birkhoff Interpolation has a rating of 3.5 stars
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Birkhoff Interpolation, , Birkhoff Interpolation
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  • Birkhoff Interpolation
  • Written by author George G. Lorentz
  • Published by Cambridge University Press, May 2004
  • This reference book provides the main definitions, theorems and techniques in the theory of Birkhoff interpolation by polynomials. The book begins with an article by G. G. Lorentz that discusses some of the important developments in approximation and inte
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Authors

Editor's statement; Preface; Introduction;

1. Basic definitions and properties;
2. Further elementary theorems;
3. Coalescence of rows;
4. Applications of coalescence;
5. Rolle extensions and independent sets of knots;
6. Singluar matrice;
7. Zeros of Birkhoff splines;
8. Almost0hermitian matrices; special three-row matrices;
9. Applications;
10. Birkhoff quadrature formulas;
11. Interpolation at the roots of unity;
12. Turán's problem of (0,2) interpolation;
13. Birkhoff interpolation by splines;
14. Regularity theorems and self-dual problems; Bibliography and references; Symbol index; Subject index.


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