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Mathematics for physics / Michael M. Woolfson, Malcolm S. Woolfson.

By: Contributor(s): Material type: TextTextPublication details: Oxford ; New Delhi : Oxford University Press, 2007.Description: xx, 783 p. : ill. ; 25 cmISBN:
  • 9780199289295
Subject(s): DDC classification:
  • 530.15 22 WOO
LOC classification:
  • QC23.2 .W66 2007
Online resources:
Contents:
Useful formulae and relationships - Dimensions and dimensional analysis - Sequences and series - Differentiation - Integration - Complex numbers - Ordinary differential equations - Matrices I and determinants - Vector algebra - Conic sections and orbits - Partial differentiation - Probability and statistics - Coordinate systems and multiple integration - Distributions - Hyperbolic functions - Vector analysis - Fourier analysis - Introduction to digital signal processing - Numerical methods for ordinary differential equations - Applications of partial differential equations - Quantum mechanic I: The Schrödinger wave equation and observations - The Maxwell-Boltzmann distribution - The Monte-Carlo method - Matrices II - Quantum mechanics II: Angular momentum and spin - Sampling theory - Straight-line relationships and the linear correlation coefficient - Interpolation - Quadrature - Linear equations - The numerical solution of equations - Signals and noise - Digital filters - Introduction to estimation theory - Linear programming and optimization - Laplace transforms - Networks - Simulation with particles - Chaos and physical calculations
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Holdings
Item type Current library Call number Status Date due Barcode Item holds
Books Books Learning Resource Centre 530.15 WOO (Browse shelf(Opens below)) Available 5244
Total holds: 0

Includes bibliographical references and index.

Useful formulae and relationships - Dimensions and dimensional analysis - Sequences and series - Differentiation - Integration - Complex numbers - Ordinary differential equations - Matrices I and determinants - Vector algebra - Conic sections and orbits - Partial differentiation
- Probability and statistics - Coordinate systems and multiple integration - Distributions - Hyperbolic functions - Vector analysis - Fourier analysis - Introduction to digital signal processing - Numerical methods for ordinary differential equations - Applications of partial differential equations - Quantum mechanic I: The Schrödinger wave equation and observations - The Maxwell-Boltzmann distribution - The Monte-Carlo method - Matrices II - Quantum mechanics II: Angular momentum and spin - Sampling theory - Straight-line relationships and the linear correlation coefficient - Interpolation - Quadrature - Linear equations - The numerical solution of equations - Signals and noise - Digital filters - Introduction to estimation theory - Linear programming and optimization - Laplace transforms - Networks - Simulation with particles - Chaos and physical calculations

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