Analysis and Geometry on Complex Homogeneous Domains - (Progress in Mathematics) (Hardcover)

Book Synopsis

[see attached] This excellent introductory text covers a number of important areas in complex analysis and geometry. Written by experts in their respective fields, each of the five chapters unfolds from the basics to the more complex. Unlike other more laborious introductory texts, the exposition here is rapid-paced and efficient, without compromising proofs and examples that enable the reader to grasp the essentials. Topics covered include: function spaces on complex semigroups * graded Lie algebras, related geometric structures, and pseudo- Hermitian symmetric spaces * function spaces on bounded symmetric

Review Quotes

"The book is clearly an important contribution to the literature on the subject. A number of results presented here is not accessible in book form elsewhere. Both research students and professional mathematicians will find this valuable volume an extremely useful guide and reference work."

--Publicationes Mathematicae

"This book, which is a useful text for advanced graduate students and researchers...gives a comprehensive account of the field of homogeneous complex domains...The exposition is rapidly paced and efficient, without compromising proofs. Moreover, plenty of examples are given, enabling the reader to understand the essential ideas behind the notions and the theorems."

--ZAA

"This book has been written by five outstanding experts with the intention of surveying the most important goals and viewpoints of the field...It is a pleasant reading, details of proofs are supplied or omitted in a very well chosen manner...Many new top results are described and it contains the most important references after each part. I recommend it first of all since, using this book, one can reach the research level with considerably less effort than by the aid of other means of the recent literature."

--ASM