Fundraising September 15, 2024 – October 1, 2024 About fundraising

Introduction to approximation theory

Main
Mathematics
Introduction to approximation theory

Introduction to approximation theory

Elliott W. Cheney

0 / 0

How much do you like this book?

What’s the quality of the file?

Download the book for quality assessment

What’s the quality of the downloaded files?

This volume contains historical background and discussion of results for each chapter, References, and an Index.

Categories:

Year:

2000

Edition:

2

Publisher:

Amer Mathematical Society

Language:

english

Pages:

271

ISBN 10:

0821813749

ISBN 13:

9780821813744

Series:

AMS Chelsea Publishing

File:

DJVU, 2.96 MB

IPFS:

,

english, 2000

Read Online

Conversion to is in progress

Conversion to is failed

You may be interested in

Lloyd N. Trefethen — Approximation Theory and Approximation Practice

Carothers N.L. — A short course on approximation theory (Math682)

Rice J.R. — The approximation of functions. Linear theory

Rice J.R. — The approximation of functions. Nonlinear and multivariate theory

Casper Goffman, George Pedrick — First course in functional analysis

Anthony Ralston; Philip Rabinowitz — A first course in numerical analysis

the late J. H. Wilkinson — The algebraic eigenvalue problem

Theodore J. Rivlin — The Chebyshev Polynomials: From Approximation Theory to Algebra and Number Theory

Theodore J. Rivlin — An introduction to the approximation of functions

Philip J. Davis — Interpolation and approximation

N. I. Achieser (Akhiezer) — Theory of Approximation

A. F. Timan — Theory of approximation of functions of a real variable

Felipe Cucker, Ding Xuan Zhou — Learning theory: An approximation theory viewpoint

M.J.D. Powell — Approximation Theory and Methods

Gabor Szego, Szegő Gábor — Orthogonal polynomials

Elliott Ward Cheney — Introduction to Approximation Theory

Cheney W., Light W. — A course in approximation theory

J.C. Mason, David C. Handscomb — Chebyshev polynomials

Hrushikesh N. Mhaskar, Devidas V. Pai — Fundamentals of Approximation Theory

Ivan Singer — The Theory of Best Approximation and Functional Analysis

Dzyadyk, Vladislav K. — Theory of uniform approximation of functions by polynomials

Most frequently terms