Includes index

$a Theory of Equations Part 1 - Theory of Equations Part 2 - Partial Differentiation - Integral Functions - Power Series Solution of Differential Equations - Numerical Solution of Differential Equations - Laplace Transforms Part 1 - Laplace Transforms Part 2 - Multiple Integrals Part 1 - Multiple Integrals Part 2 - Matrix Algebra - Vector Analysis Part 1 - Vector Analysis Part 2 - Vector Analysis Part 3 - Complex Variable Part 1 - Complex Variable Part 2 - Fourier Series - Numerical Harmonic Analysis - Partial Differential Equations - Linear Optimisation (Linear Programming - Appendix (Proofs and Theorems) - Answers - Index

$a This guide to engineering mathematics is intended to be of use to undergraduate students from second-year level onwards. Matching the style and format of the author's introductory text, Engineering Mathematics 4th edition, it includes worked examples, revision summaries and test exercises.