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An Introduction to the Approximation of Functions (Blaisdell Book in Numerical Analysis and Computer Science)

Author: Theodore J. Rivlin
Publisher: Blaisdell Pub. Co
Category: Book

Buy Used: $12.99



Used (2) from $12.99

Rating: 4.5 out of 5 stars 3 reviews
Sales Rank: 5051913

Media: Hardcover
Pages: 150


Publication Date: 1969
Availability: Usually ships in 1-2 business days
Shipping: Expedited shipping available
Shipping: International shipping available
Condition: Mine is the one pictured. 1969 hardcover with dust jacket has chipping and mended tears on dj. There are 150 unmnarked pages.

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Editorial Reviews:

Product Description
Concise but wide-ranging, this text provides an introduction to methods of approximating continuous functions by functions that depend only on a finite number of parameters — an important technique in the field of digital computation. Written for upper-level graduate students, it presupposes a knowledge of advanced calculus and linear algebra. 1969 edition.



Customer Reviews:

5 out of 5 stars Not a good FIRST book on approximation theory   April 27, 2001
UNPINGCO (Los Angeles, CA)
9 out of 10 found this review helpful

This is a good introduction to approximation theory, but not a good first book on approximation theory. The standard topics are covered: uniform approximation, least squares approximation, polynomial and spline interpolation, and approximation and interpolation by rational functions. Each of these topics deals with real valued functions of a real variable.

This book suits someone who has a good basic understanding of functional analysis: compact sets, uniform continuity, basic operator theory. Having said that, this book is actually quite good because instead of just listing the standard results accompanied with the tightest proofs, the author usually take a motivating approach to each of the results. He often starts out with a certain line of reasoning, demonstrates the resulting complications, and then picks up another line of reasoning that makes the result more apparent. This is very instructive because it gives you an insight to the "dress reversal" instead of just the "performance".


5 out of 5 stars Clear, concise, and complete   November 9, 2006
Gordon Worley (Orlando, FL, USA)
3 out of 3 found this review helpful

This is a great book for getting started with approximation theory. All you really need to do this book is a decent background in calculus and linear algebra: all the functional analysis and other tools you need are provided in the book. The only drawback to the book is that it's out-of-date and no longer reflects current research, but it does a great job in covering all the basics you'll need to understand the new, advanced stuff when you go looking for it in other books and journals. Still, this book is indispensable and I would recommend it over every other book I've seen in the field if you're new to approximation theory.


4 out of 5 stars Great book ...   September 18, 2002
G. Cantor (Mill Valley, CA USA)
2 out of 6 found this review helpful

The book is terrific ... I just want to know what a "dress reversal" is - as mentioned by a previous reviewer. Maybe I missed something!!

 
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