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Complex Variables Notes Revised
This note covers the following topics: Complex Numbers, Euler’s Formula, Roots and multi-valued arithmetic, Functions from C to C, Continuity and Limits, Analytic and entire functions, Harmonic Conjugates, Morera’s Theorem, Taylor’s Theorem, Laurent Series and Residues.
Author(s): Bruce K. Driver
93 Pages 
Complex Variables by R. B. Ash and W.P. Novinger
The book is intended as a text, appropriate for use by advanced undergraduates or graduate students who have taken a course in introductory real analysis, or as it is often called, advanced calculus. No background in complex variables is assumed, thus making the text suitable for those encountering the subject for the first time. The Elementary Theory, General Cauchy Theorem , Applications of the Cauchy Theory, Families of Analytic Functions, Factorization of Analytic Functions and The Prime Number Theorem.
Author(s): R. B. Ash and W.P. Novinger
220 Pages
Complex Variables Notes Revised
This note covers the following topics: Complex Numbers, Euler’s Formula, Roots and multi-valued arithmetic, Functions from C to C, Continuity and Limits, Analytic and entire functions, Harmonic Conjugates, Morera’s Theorem, Taylor’s Theorem, Laurent Series and Residues.
Author(s): Bruce K. Driver
93 Pages