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First published in 1990.
A reference suitable for self-study, review, and fast answers to specific questions. It gives an introduction to using two of the most prevalent software packages in engineering: Maple and MATLAB. It includes the topics typically covered in first-year undergraduate engineering mathematics courses, organized into short, easily digestible sections.
Explains complex analysis, its geometrical interpretation of, and its application to Dirichlet and Neumann boundary value problems. This work presents a discussion of complex analysis, and a description of conformal mapping and its application to boundary value problems for the two-dimensional Laplace equation.
A reference suitable for self-study, review, and fast answers to specific questions. It gives an introduction to using two of the most prevalent software packages in engineering: Maple and MATLAB. It includes the topics typically covered in first-year undergraduate engineering mathematics courses, organized into short, easily digestible sections.
Covers in detail the various mathematical requirements common to first-year engineering students of various disciplines. With illustrative worked examples and problem sets at the end of each chapter, this book includes a chapter on double integrals and has incorporated many fresh applications and examples throughout.
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