Mathematical methods for physics and engineering : a comprehensive guide / K.F. Riley, M.P. Hobson and S.J. Bence

By: Riley, Kenneth FranklinContributor(s): Bence, Stephen John | Hobson, Michael PaulPublisher: Cambridge : Cambridge Univ. Press 2002Edition: 2nd edDescription: xxiii, 1232 p illISBN: 0-521-81372-7 (inb.); 0-521-89067-5 (hft.)Subject(s): Matematik (Teknik) | Matematisk analys | Matematisk fysik | Mathematical analysis | Mathematical physics | Mathematical physics | Mathematics (Engineering)DDC classification: 515.1,RIL
Contents:
Preliminary Algebra (Page-1), Preliminary Calculus (Page-42), Complex Number and Hyperbolic Functions (Page-86), Series and Limits (Page-118), Partial Differentiation (Page-154), Multiple Integrals (Page-190), Vector Algebra (Page-216), Matrices and Vector Spaces (Page-246), Normal Modes (Page-322), Vector Calculus (Page-340), Line Surface and Volume Integrals (Page-386), Fourier Series (Page-421), Integral Transforms (Page-439), First Order ordinary Differential Equations (Page-474), Higher Ordinary Differential Equations (Page-496), Series Solutions of Ordinary Differential Equations (Page-537), Eigen function Methods for Differential Equations (Page-581), Probability (Page-961), Statistics (Page-1064), Numerical Methods (Page-1148).
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Item type Current location Home library Shelving location Call number URL Status Notes Date due Barcode Item holds
Book Book Military College of Signals (MCS)
Military College of Signals (MCS)
General Stacks 515.1,RIL (Browse shelf) Link to resource Available Almirah No.13, Shelf No.2 MCS32617
Total holds: 0

Preliminary Algebra (Page-1), Preliminary Calculus (Page-42), Complex Number and Hyperbolic Functions (Page-86), Series and Limits (Page-118), Partial Differentiation (Page-154), Multiple Integrals (Page-190), Vector Algebra (Page-216), Matrices and Vector Spaces (Page-246), Normal Modes (Page-322), Vector Calculus (Page-340), Line Surface and Volume Integrals (Page-386), Fourier Series (Page-421), Integral Transforms (Page-439), First Order ordinary Differential Equations (Page-474), Higher Ordinary Differential Equations (Page-496), Series Solutions of Ordinary Differential Equations (Page-537), Eigen function Methods for Differential Equations (Page-581), Probability (Page-961), Statistics (Page-1064), Numerical Methods (Page-1148).

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