This book is an introduction to the theory of complex manifolds. The
authors's intent is to familiarize the reader with the most important
branches and methods in complex analysis of several variables and to do
this as simply as possible. Therefore, the abstract concepts involving
sheaves, coherence, and higher-dimensional cohomology have been
completely avoided. Each chapter is complemented by a variety of
examples and exercises. The only prerequisite needed to read this book
is a knowledge of real analysis and some basic facts from algebra,
topology, and the theory of one complex variable.