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

By: Riley, K. FContributor(s): Hobson, M. P | Bence, S. JPublisher: [S.l.] : Cambridge University Press, 2006Edition: 3rd edDescription: 1362 p. ; 25 cmISBN: 0521861535; 9780521861533DDC classification: 515.1,RIL
Contents:
Preliminary calculus (Page-1), Complex numbers and hyperbolic functions (Page-34),Series and limits (Page-64), Partial differentiation (Page-99), Multiple integrals (Page-130), Vector algebra (Page-155), Vector calculus (Page-248), Line, surface and volume integrals (Page-290), Fourier series (Page-327), Integral transforms (Page-343), First-order ordinary differential equations (Page-375), Higher ordinary differential equations (Page395), Series solutions of ordinary differential equations (Page-429), Eigenfunction methods for differential equations (Page-475), Partial differential equations (Page-501),Partial differential equations: separation of variables and other methods (Page-539), Complex variables (Page-604), Tensors (Page-674), Calculus of variations (Page-731), Integral equations (Page-758), Group theory (Page-779), Representation theory (Page-812), Probability (Page-855),Numerical method (Page-938).
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Item type Current location Home library Shelving location Call number URL Status Notes Date due Barcode Item holds
Reference Reference Military College of Signals (MCS)
Military College of Signals (MCS)
Reference 515.1,RIL (Browse shelf) Link to resource Not for loan Almirah No.19, Shelf No.4 MCS28625
Total holds: 0

Preliminary calculus (Page-1), Complex numbers and hyperbolic functions (Page-34),Series and limits (Page-64), Partial differentiation (Page-99), Multiple integrals (Page-130), Vector algebra (Page-155), Vector calculus (Page-248), Line, surface and volume integrals (Page-290), Fourier series (Page-327), Integral transforms (Page-343), First-order ordinary differential equations (Page-375), Higher ordinary differential equations (Page395), Series solutions of ordinary differential equations (Page-429), Eigenfunction methods for differential equations (Page-475), Partial differential equations (Page-501),Partial differential equations: separation of variables and other methods (Page-539), Complex variables (Page-604), Tensors (Page-674), Calculus of variations (Page-731), Integral equations (Page-758), Group theory (Page-779), Representation theory (Page-812), Probability (Page-855),Numerical method (Page-938).

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