Complex Analysis: Fundamentals of the Classical Theory of Functions

Stalker, John

ISBN 10: 081764038X / ISBN 13: 9780817640385

Published by Birkhauser, Boston, 1998

About this Item

First Printing (full # line) in blue & red printed boards, no remainder mark, pristine new copy; 8vo; (xi) 228pp indexed.

Seller Inventory # 32529

Bibliographic Details

• Title: Complex Analysis: Fundamentals of the Classical Theory of Functions
• Publisher: Birkhauser, Boston
• Publication Date: 1998
• Language: English
• ISBN 10: 081764038X
• ISBN 13: 9780817640385
• Binding: Hard Cover
• Edition: First Edition.
• Condition: As New

About this title

Synopsis

This clear, concise introduction to the classical theory of one complex variable is based on the premise that "anything worth doing is worth doing with interesting examples." The content is driven by techniques and examples rather than definitions and theorems. This self-contained monograph is an excellent resource for a self-study guide and should appeal to a broad audience. The only prerequisite is a standard calculus course. "The first chapter deals with a beautiful presentation of special functions...The third chapter covers elliptic and modular functions...in much more detail, and from a different point of view, than one can find in standard introductory books...For [the] subjects that are omitted, the author has suggested some excellent references for the reader who wants to go through these topics. The book is read easily and with great interest. It can be recommended to both students as a textbook and to mathematicians and physicists as a useful reference."(Mathematical Reviews) "Mainly original papers are cited to support the historical remarks. The book is well readable." (Zentralblatt fur Mathematik) "This is an unusual textbook, incorporating material showing how classical function theory can be used...The general scheme is to show the reader how things were developed without following the traditional approach of most books on functional theory...This book can be recommended to those who like to see applications of the theory taught in classical courses." (EMS)

From the Back Cover

This clear, concise introduction to the classical theory of one complex variable is based on the premise that "anything worth doing is worth doing with interesting examples." The content is driven by techniques and examples rather than definitions and theorems. This self-contained monograph is an excellent resource for a self-study guide and should appeal to a broad audience. The only prerequisite is a standard calculus course. The first chapter deals with a beautiful presentation of special functions. . . . The third chapter covers elliptic and modular functions. . . in much more detail, and from a different point of view, than one can find in standard introductory books. . . . For [the] subjects that are omitted, the author has suggested some excellent references for the reader who wants to go through these topics. The book is read easily and with great interest. It can be recommended to both students as a textbook and to mathematicians and physicists as a useful reference. ---Mathematical ReviewsMainly original papers are cited to support the historical remarks. The book is well readable. ---Zentralblatt für MathematikThis is an unusual textbook, incorporating material showing how classical function theory can be used. . . . The general scheme is to show the reader how things were developed without following the traditional approach of most books on functional theory. . . . This book can be recommended to those who like to see applications of the theory taught in classical courses. ---EMS