Advanced engineering mathematics / Erwin Kreyszig.

By: Kreyszig, ErwinMaterial type: TextTextPublisher: New York : John Wiley and Sons, Inc., c1967Edition: second editionDescription: xvii, 898 pages : illustrationsContent type: text Media type: unmediated Carrier type: volumeSubject(s): Mathematical physics | Engineering mathematics
Contents:
Contents: Introduction Review of some topics from algebra and calculus -- Chapter 1 Ordinary differential equations of the first order -- Chapter 2 Ordinary linear differential equations -- Chapter 3 Power series solutions of differential equations -- Chapter 4 Laplace transformation -- Chapter 5 Vector analysis -- Chapter 6 Line and surface integrals. integral theorem -- Chapter 7 Matrices and determinants. -- Chapter 8 Fourier series and integrals -- Chapter 9 Partial differential equations -- Chapter 10 Complex analytic functions -- Chapter 11 Conformal mapping -- Chapter 12 Complex integrals -- Chapter 13 Sequence and series -- Chapter 14 Taylor and laurent series -- Chapter 15 Integration by the method of residues -- Chapter 16 Complex analytic functions and potential theory -- Chapter 17 Special functions, asymptotic expansions -- Chapter 18 Probability and statistics
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Includes bibliographical references (p. 841-844) and index.

Contents: Introduction Review of some topics from algebra and calculus -- Chapter 1 Ordinary differential equations of the first order -- Chapter 2 Ordinary linear differential equations -- Chapter 3 Power series solutions of differential equations -- Chapter 4 Laplace transformation -- Chapter 5 Vector analysis -- Chapter 6 Line and surface integrals. integral theorem -- Chapter 7 Matrices and determinants. -- Chapter 8 Fourier series and integrals -- Chapter 9 Partial differential equations -- Chapter 10 Complex analytic functions -- Chapter 11 Conformal mapping -- Chapter 12 Complex integrals -- Chapter 13 Sequence and series -- Chapter 14 Taylor and laurent series -- Chapter 15 Integration by the method of residues -- Chapter 16 Complex analytic functions and potential theory -- Chapter 17 Special functions, asymptotic expansions -- Chapter 18 Probability and statistics

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