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The Best Approximation Method An Introduction (Lecture Notes in Engineering, 27) by Theodore V. II Hromadka; Chung-Cheng Yen; George F. Pinder is a nonfiction available to read on EtoBox.

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The most commonly used numerical techniques in solving engineering and mathematical models are the Finite Element, Finite Difference, and Boundary Element Methods. As computer capabilities continue to impro':e in speed, memory size and access speed, and lower costs, the use of more accurate but computationally expensive numerical techniques will become attractive to the practicing engineer. This book presents an introduction to a new approximation method based on a generalized Fourier series expansion of a linear operator equation. Because many engineering problems such as the multi dimensional Laplace and Poisson equations, the diffusion equation, and many integral equations are linear operator equations, this new approximation technique will be of interest to practicing engineers. Because a generalized Fourier series is used to develop the approxi mator, a "best approximation" is achieved in the "least-squares" sense; hence the name, the Best Approximation Method. This book guides the reader through several mathematics topics which are pertinent to the development of the theory employed by the Best Approximation Method. Working spaces such as metric spaces and Banach spaces are e

Who reads The Best Approximation Method An Introduction (Lecture Notes in Engineering, 27)?

Author

Theodore V. II Hromadka; Chung-Cheng Yen; George F. Pinder

Publisher

Springer-Verlag Berlin and Heidelberg GmbH & Co. KG

Published

2012

Language

EN

ISBN

9783642830389

Category

nonfiction

Subjects

Engineering, Mathematics, Stem