Advanced engineering mathematics / Larry Turyn.

By: Turyn, Larry, 1954-Material type: TextTextPublisher: Boca Raton, FL : CRC Press, [2014]Description: xxv, 1429 pages : illustrations ; 26 cmISBN: 9781439834473 (hardback : acidfree paper)Subject(s): Engineering mathematics | MATHEMATICS / Applied | TECHNOLOGY & ENGINEERING / MechanicalDDC classification: 510.2462,TUR LOC classification: TA330 | .T87 2014Other classification: MAT003000 | TEC009070 Online resources: Cover image
Contents:
Linear Algebraic Equations, Matrices, and Eigenvalues (Page-1),Matrix Theory(Page-75),ODEs I: Homogeneous Problems(Page-195),Scalar ODEs II: Nonhomogeneous Problems(Page-263),Linear Systems of ODEs(Page-353),Geometry, Calculus, and Other Tools(Page-457),Integral Theorems, Multiple Integrals, and Applications(Page-549),Numerical Methods I(Page-649),FourierSeries(Page-737),Partial Differential Equations Models(Page-835),Separation of Variables for PDEs(Page-903),Numerical Methods II(Page-991),Optimization(Page-1027),Calculus of Variations(Page-1081),Functions of a Complex Variable(Page-1123),Conformal Mapping(Page-1223),Integral Transform Methods(Page-1263),Nonlinear Ordinary Differential Equations(Page-1303).
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Item type Current location Home library Shelving location Call number Status Notes Date due Barcode Item holds
Book Book Military College of Signals (MCS)
Military College of Signals (MCS)
General Stacks 510.2462,TUR (Browse shelf) Available Almirah No.10, Shelf No.3 MCS37882
Total holds: 0

Linear Algebraic Equations, Matrices, and Eigenvalues (Page-1),Matrix Theory(Page-75),ODEs I: Homogeneous Problems(Page-195),Scalar ODEs II: Nonhomogeneous Problems(Page-263),Linear Systems of ODEs(Page-353),Geometry, Calculus, and Other Tools(Page-457),Integral Theorems, Multiple Integrals, and Applications(Page-549),Numerical Methods I(Page-649),FourierSeries(Page-737),Partial Differential Equations Models(Page-835),Separation of Variables for PDEs(Page-903),Numerical Methods II(Page-991),Optimization(Page-1027),Calculus of Variations(Page-1081),Functions of a Complex Variable(Page-1123),Conformal Mapping(Page-1223),Integral Transform Methods(Page-1263),Nonlinear Ordinary Differential Equations(Page-1303).

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