Course Material for Metric Spaces and Complex AnalysisUniversity of OxfordOnline  NA Pages  EnglishThis
lecture note begins by introducing students to the language of topology before
using it in the exposition of the theory of (holomorphic) functions of a complex
variable. The central aim of the lecture note is to present Cauchy's Theorem and
its consequences, particularly series expansions of holomorphic functions, the
calculus of residues and its applications.

Applied Complex VariablesUniversity of OxfordPDF  74 Pages  EnglishThis
note covers the following topics: core complex analysis, especially
continuation, multifunctions, contour integration, conformal mapping and Fourier
transforms, Riemann mapping theorem, SchwarzChristoffel formula, Application of
Cauchy integrals and Plemelj formulae.

Functions of a complex variableThomas M. MacRobertOnline  328 Pages  EnglishThis book is designed for
students who, having acquired a good working knowledge of the calculus, desire
to become acquainted with the theory of functions of a complex variable, and
with the principal applications of that theory.Numerous examples have been given
throughout the book, and there is also a set of Miscellaneous Examples, arranged
to correspond with the order of the text.

Introduction to Complex VariablesJohn Henry HeinbockelOnline  NA Pages  EnglishThese are the sample pages from
the textbook, 'Introduction to Complex Variables'. This book covers the
following topics: Complex numbers and inequalities, Functions of a complex
variable, Mappings, CauchyRiemann equations, Trigonometric and hyperbolic
functions, Branch points and branch cuts, Contour integration, Sequences and
series, The residue theorem, Evaluation of integrals, Introduction to potential
theory, Applications, Fourier, Laplace and Ztransforms.

Functions of a complex variable INoach Dana PicardsOnline  NA Pages  EnglishThis short tutorial is a
companion material to the course on Functions of a Complex Variables .It is
intended to help the student, but will replace neither personal lecture notes
nor a good textbook.

Functions of a Complex Variable Lecture NotesDr. David R. WilkinsOnline  NA Pages  EnglishThis note covers the
following topics: basic theorems of complex analysis, infinite series, winding
numbers of closed paths in the complex plane, path integrals in the complex
plane, Holomorphic functions, Cauchys theorem, basic properties of Holomorphic
functions, applications of Cauchy's residue theorem, Elliptic functions.

Complex Analysis 
COMPLEX ANALYSIS Douglas N. Arnold 
Lecture Notes for Complex Analysis PDF 
Complex Analysis Richard F. Bass 
Complex Analysis Summer 2001 
A First Course in Complex Analysis 
Introduction to theComplex Analysis of Minim 
Complex Analysis on Riemann Surfaces 
Introduction to Complex Analysis excerpts 
Introduction to Complex Analysis by Hilary Priestly 
Lecture notes on complex analysis 
Complex analysis pdf file 
Complex Variables pdf 
Complex Variables 
Short course on complex numbers 
Complex analytic and algebraic geometry 
Quasi projective Moduli for Polarized Manifolds 
Resolution of Singularities 
Differential Equations and Complex Analysis 