Introduction to Precise Numerical Methods, 2nd Edition,Oliver Aberth,ISBN9780080471204
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Introduction to Precise Numerical Methods, 2nd Edition

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Imprint: Academic Press

ISBN: 9780080471204

Pages: 272

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Key Features

· Clearer, simpler descriptions and explanations of
the various numerical methods
· Windows based software
· Two new types of numerical problems; accurately
solving partial differential equations with the included software and computing line integrals in the complex plane.

Description

Precise numerical analysis may be defined as the study of computer methods for solving mathematical problems either exactly or to prescribed accuracy. This book explains how precise numerical analysis is constructed. It includes a CD-ROM which contains executable Windows XP programs for the PC and which demonstrates how these programs can be used to solve typical problems of elementary numerical analysis with precision. The book also provides exercises which illustrate points from the text and references for the methods presented.

Readership

Beginning classes in Numerical Analysis taught out of Computer Science or Engineering Departments. Also Math Departments where it is taught to students of other disciplines. European technical schools and universities, especially Germany, would have strong interest in a book on interval arithmetic. The guaranteed accuracy of this software makes it very desirable for engineers and scientists who need to solve numerical problems in their work

Oliver Aberth

Oliver Aberth received his B.S. from City College of New York, his M.S. from Massachusetts Institute of Technology, and his Ph.D. from the University of Pennsylvania. He is also the author of Computable Analysis (McGraw-Hill, 1980) and Precise Numerical Methods Using C++ (Academic Press, 1998). He was professor of mathematics at Texas A & M University from 1970 to 1999. He is currently professor emeritus at Texas A & M University.

Affiliations and Expertise

Texas A & M University, College Station, U.S.A.

Introduction to Precise Numerical Methods, 2nd Edition

Preface; 1 Introduction; 2 Computer Arithmetics; 3 Classification of Numerical Computation Problems; 4 Real-Valued Functions; 5 Computing Derivatives; 6 Computing Integrals; 7 Finding Where a Function f(x) is Zero; 8 Finding Roots of Polynomial; 9 Solving n Linear Equations in n Unknowns; 10 Eigenvalue and Eigenvector Problems; 11 Problems of Linear Programming; 12 Finding Where Several Functions are Zero; 13 Optimization Problems; 14 Ordinary Differential Equations; 15 Partial Differential Equations; 16 Numerical Methods with Complex Functions; Index
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Introduction to Precise Numerical Methods