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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
interpolation in the last twenty years. It presents all the basic
material known at the present time in a unified manner. Topics
discussed include; applications of Birkhoff interpolation to
approximation theory, quadrature formulas and Chebyshev systems;
lacunary interpolation at special knots and an introduction to the
theory of Birkhoff interpolation by splines.
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
interpolation in the last twenty years. It presents all the basic
material known at the present time in a unified manner. Topics
discussed include: applications of Birkhoff interpolation to
approximation theory, quadrature formulas, and Chebyshev systems;
lacunary interpolation at special knots; and an introduction to the
theory of Birkhoff interpolation by splines.
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