Mathematical methods for physicists / George B. Arfken, Hans J. Weber

By: Arfken, George BContributor(s): Weber, Hans-JurgenPublisher: Islamabad: National Book Foundation 2005Edition: 6th edDescription: xii, 1182 p. : ill. ; 25 cmISBN: 0120598760 (acid-free paper); 0120885840 (international students ed. : pbk. : acid-free paper)Subject(s): Mathematical physics | MathematicsDDC classification: 510,ARF Online resources: Publisher description | Table of contents only
Contents:
Vector Analysis (Page-1), Vector Analysis In Curved Coordinates And Tensors (Page-103), Determinates And Matrices (Page-165), Group Theory (Page-241), Infinite Series (Page-321), Function Of A Complex Variable Analytic Properties, Mapping (Page-403), The Gamma Functions (Page-499), Differential Equations (Page-535), Sturm-Liouville Theory (Page-621), Bessel Functions (Page-675), Legendre Functions (Page-741), More Special Functions (Page-817), Fourier Series (Page-881), Integral Transforms (Page-931), Integral Equations (Page-1005), Calculus Of Variations (Page-1037), Nonlinear Methods And Chaos (Page-1079), Probability (Page-1109).
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Item type Current location Home library Shelving location Call number URL Status Notes Date due Barcode Item holds
Book Bank Book Bank Military College of Signals (MCS)
Military College of Signals (MCS)
General Stacks 510,ARF (Browse shelf) Link to resource Available Almirah No.82, Shelf No.1 MCS33349
Book Bank Book Bank Military College of Signals (MCS)
Military College of Signals (MCS)
General Stacks 510,ARF (Browse shelf) Link to resource Available Almirah No. A/135, Shelf No.2 MCS33350
Total holds: 0

Vector Analysis (Page-1), Vector Analysis In Curved Coordinates And Tensors (Page-103), Determinates And Matrices (Page-165), Group Theory (Page-241), Infinite Series (Page-321), Function Of A Complex Variable Analytic Properties, Mapping (Page-403), The Gamma Functions (Page-499), Differential Equations (Page-535), Sturm-Liouville Theory (Page-621), Bessel Functions (Page-675), Legendre Functions (Page-741), More Special Functions (Page-817), Fourier Series (Page-881), Integral Transforms (Page-931), Integral Equations (Page-1005), Calculus Of Variations (Page-1037), Nonlinear Methods And Chaos (Page-1079), Probability (Page-1109).

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