Polynomials of best approximation on a real finite point set :
I /
T. S. Motzkin, University of California and J. L. Walsh, Harvard University.

Description

Main Author

Motzkin, Theodore S. (Theodore Samuel), 1908-1970

Related Names

Walsh, J. L. (Joseph Leonard), 1895-1973, author.
United States. Air Force.
University of California, Los Angeles.
Harvard University.

Language(s)

English

Published

Washington, D.C. : Mathematics Division, Air Force Office of Scientific Research, 1957.

Subjects

Equations.
Algebra.
Polynomials.
Numerical analysis.
Mathematics.

Summary

A statement, without proof, is made for polynomials of best approximation to a given function on a real finite point set, E. These are important in numerical computation where they have various properties in common, especially those relating to oscillation of the difference on E.

Note

Prepared under the sponsorship of the Office of Naval Research, U.S. Navy and the Office of Scientific Research Air Research and Development Command, U.S. Air Force.
Division File Number: 1.38.
Contract Number: AF 18(600)-1461.
"Date of Report: Sept. 1957."
ASTIA Number: AD 132484.

Physical Description

23, 5 pages ; 28 cm

Locate a Print Version

Find in a library

Viewability