Advanced engineering mathematics / Peter V. O'Neil.

By: O'Neil, Peter V [author]
Language: English Publisher: Australia : Thomson, c2006Edition: International student editionDescription: xix, 1204, 72, 14 pages : illustartions (some color) ; 26 cmContent type: text Media type: unmediated Carrier type: volume ISBN: 0495082376; 0534552080; 9780534552084; 9780495082378Subject(s): Engineering mathematicsDDC classification: 515.1 LOC classification: TA330 | .O53 2007Online resources: Contributor biographical information | Publisher description | Table of contents only
Contents:
First-order differential equations -- Second-order differential equations -- The Laplace transform -- Series solutions -- Numerical approximation of solutions -- Vectors and vector spaces -- Matrices and systems of linear equations -- Determinants -- Eigenvalues, diagonalization, and special matrices -- Systems of linear differential equations -- Qualitative methods and systems of nonlinear differential equations -- Vector differential calculus -- Vector integral calculus -- Fourier series -- The Fourier integral and Fourier transforms -- Special functions, orthogonal expansions, and wavelets -- The wave equation -- The heat equation -- The potential equation -- Geometry and arithmetic of complex numbers -- Complex functions -- Complex integration -- Series representations of functions -- Singularities and the residue theorem -- Conformal mappings -- Counting and probability -- Statistics.
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BOOK BOOK COLLEGE LIBRARY
COLLEGE LIBRARY
SUBJECT REFERENCE 		515.1 On2 2007 (Browse shelf) Available CITU-CL-35533
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Includes index.

First-order differential equations -- Second-order differential equations -- The Laplace transform -- Series solutions -- Numerical approximation of solutions -- Vectors and vector spaces -- Matrices and systems of linear equations -- Determinants -- Eigenvalues, diagonalization, and special matrices -- Systems of linear differential equations -- Qualitative methods and systems of nonlinear differential equations -- Vector differential calculus -- Vector integral calculus -- Fourier series -- The Fourier integral and Fourier transforms -- Special functions, orthogonal expansions, and wavelets -- The wave equation -- The heat equation -- The potential equation -- Geometry and arithmetic of complex numbers -- Complex functions -- Complex integration -- Series representations of functions -- Singularities and the residue theorem -- Conformal mappings -- Counting and probability -- Statistics.

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