Description

Book Synopsis
Further Mathematics for the Physical Sciences Further Mathematics for the Physical Sciences aims to build upon the readera s knowledge of basic mathematical methods, through a gradual progression to more advanced methods and techniques.

Table of Contents
COMPLEX NUMBERS.

Introducing Complex Numbers.

Polar Representation of Complex Numbers.

Demoivre's Theorem and Complex Algebra.

VECTOR ALGEBRA.

Scalar Products of Vectors.

Vector Products of Vectors.

DETERMINANTS AND MATRICES.

Determinants.

Matrices.

DIFFERENTIATION, EXPANSION AND APPROXIMATION.

Expansions and Approximations.

Taylor Expansions and Polynomial Approximations.

Hyperbolic Functions and Differentiation.

INTEGRATION, SUMMATION AND AVERAGING.

Areas, Volumes and Averages.

Special Integration Techniques.

DIFFERENTIAL EQUATIONS.

Formulating and Classifying Differential Equations.

Solving First-Order Differential Equations.

Solving Second-Order Differential Equations.

Waves and Partial Differential Equations.

VECTOR CALCULUS.

Differentiating Vectors.

Integrating Vectors.

Appendix.

Answers and Comments.

Index.

Further Mathematics for the Physical Sciences

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    A Paperback / softback by Michael Tinker, Robert Lambourne

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      Book details

      Publisher John Wiley & Sons Inc
      Published 30 March 2000
      ISBN-13 9780471867234
      978-0471867234
      ISBN-10 0471867233
      Also in:
      Mathematics Applied mathematics Chemistry Physics

      Description

      Book Synopsis
      Further Mathematics for the Physical Sciences Further Mathematics for the Physical Sciences aims to build upon the readera s knowledge of basic mathematical methods, through a gradual progression to more advanced methods and techniques.

      Table of Contents
      COMPLEX NUMBERS.

      Introducing Complex Numbers.

      Polar Representation of Complex Numbers.

      Demoivre's Theorem and Complex Algebra.

      VECTOR ALGEBRA.

      Scalar Products of Vectors.

      Vector Products of Vectors.

      DETERMINANTS AND MATRICES.

      Determinants.

      Matrices.

      DIFFERENTIATION, EXPANSION AND APPROXIMATION.

      Expansions and Approximations.

      Taylor Expansions and Polynomial Approximations.

      Hyperbolic Functions and Differentiation.

      INTEGRATION, SUMMATION AND AVERAGING.

      Areas, Volumes and Averages.

      Special Integration Techniques.

      DIFFERENTIAL EQUATIONS.

      Formulating and Classifying Differential Equations.

      Solving First-Order Differential Equations.

      Solving Second-Order Differential Equations.

      Waves and Partial Differential Equations.

      VECTOR CALCULUS.

      Differentiating Vectors.

      Integrating Vectors.

      Appendix.

      Answers and Comments.

      Index.

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