Skip to main content
Skip header

Interpolation and Approximation of Functions

Summary

These lectures deal with methods for constructing approximating functions for
any set of data by using polynomial interpolation, least-squares approximation
and Chebyshev approximation. There are compared several ways of doing
interpolation and there are contrasted these procedures with several ways for
fitting imprecise data and for drawing smooth curves. It is shown how can help
symbolic algebra computer algebra programs in obtaining interpolating and
least-squares polynomials.

Literature

Gerald,F.-Wheatley,P.: Applied Numerical Analysis. Addison Wesley 1994.
Stoer,J. - Bulirsch,R.: Introduction to Numerical Analysis. Springer-Verlag,
New York 1993.
Boháč, Zdeněk: Numerical Methods and Statistics, VŠB – TUO, Ostrava 2005,
ISBN 80-248-0803-X


Language of instruction čeština, čeština, čeština, angličtina
Code 714-0926
Abbreviation IaAF
Course title Interpolation and Approximation of Functions
Coordinating department Department of Mathematics and Descriptive Geometry
Course coordinator doc. RNDr. Pavel Kreml, CSc.