This thorough, yet simple book is an ideal text and reference for postgraduate students of mathematics. Although it covers a large number of topics, from basic theory of complex numbers to Cauchy’s theorem, the informal, interactive style makes the book extremely ‘digestible’.
| About Author(s) |
Anant R Shastri - Professor of Mathematics, IIT, Mumbai; Associate of the International Centre of Theoretical Physics at Trieste, Italy.
| Contents |
Basic Theory of Complex Numbers • Differentiation • Conformality • Complex Integration • Local Properties • General Form of Cauchy’s Theorem • Application to Evaluation of Real Integrals • Convergence in Function Theory • Normal Families and Conformal Mappings • Harmonic Functions • Hints and Solutions to Exercises • Bibliography • Index
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