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Title: Uses geometry of complex plane well to make reading easy.
Review: Great book.It's written for 2nd year university mathematics students. It covers all the standard topics from complex differentiability through to Cauchy's integral theorem, Taylor and Laurent series and then through to evaluating real, definite integrals and finishes up on Reinmann surfaces. The concepts are developed thoroughly from a very simple starting point. The text places a large emphasis on the geometry of the complex plane meaning that diagrams and graphs are used frequently in examples and proofs making reading miles easier. It starts with a few simple theorems in topology (which assume no prior knowledge of the topic) and use these to give convincing proofs of concepts such as Cauchy's theorem and Merton's theorem later in the book.The index is quite comprehensive.
