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Applied numerical analysis / Curtis F. Gerald, Patrick O. Wheatley

By: Gerald, Curtis F, 1915-Contributor(s): Wheatley, Patrick O [aut]Material type: TextTextCopyright date: ℗♭2004Edition: 7th edDescription: x, 609 pages : illustrations ; 25 cmContent type: text Media type: unmediated Carrier type: volumeISBN: 0321133048; 9780321133045; 032119019X; 9780321190192Subject(s): Numerical analysis | An©Łlisis num©♭ricoDDC classification: 519.4 LOC classification: QA297 | .G47 2004
Partial contents:
Preliminaries -- Solving nonlinear equations -- Solving sets of equations -- Interpolation and curve fitting -- Approximation of functions -- Numerical differentiation and integration -- Numerical solution of ordinary differential equations -- Optimization -- Partial-differential equations -- Finite-element analysis -- Appendixes -- Some basic information from calculus -- Software resources -- Answers to selected exercises
Summary: Incorporating a balance of theory with techniques and applications, this text includes optional theory-based sections. The topics, such as partial differential equations and matrix algebra, provide comprehensive and flexible coverage of all aspects of numerical analysis
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Item type Current library Call number Status Date due Barcode
Books Books Centeral Library
Second Floor - Engineering & Architecture 		519.4 G.C.A 2004 (Browse shelf (Opens below)) Available 11466

Includes bibliographical references (pages 599-602) and index

Preliminaries -- Solving nonlinear equations -- Solving sets of equations -- Interpolation and curve fitting -- Approximation of functions -- Numerical differentiation and integration -- Numerical solution of ordinary differential equations -- Optimization -- Partial-differential equations -- Finite-element analysis -- Appendixes -- Some basic information from calculus -- Software resources -- Answers to selected exercises

Incorporating a balance of theory with techniques and applications, this text includes optional theory-based sections. The topics, such as partial differential equations and matrix algebra, provide comprehensive and flexible coverage of all aspects of numerical analysis

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