Cauchy and the Creation of Complex Function Theory - Hardcover

Smithies, Frank

 
9780521592789: Cauchy and the Creation of Complex Function Theory

Synopsis

Dr Smithies analyses the process whereby Cauchy created the basic structure of complex function theory.

"synopsis" may belong to another edition of this title.

Review

Review of the hardback: 'This exemplary book is the first thorough and comprehensive presentation of Cauchy's creation between 1814 and 1831, of complex function theory ... the papers form a diary that testifies to the gradual development of a new field in the mind of an outstanding mathematician.' D. Laugwitz, Darmstadt

Review of the hardback: ' ... an invaluable guide to anyone interested in the work of a great mathematician'. Jeremy Gray, The Open University

Review of the hardback: 'This book is a welcome contribution to the history of mathematical ideas. It is carefully written ... in the case of a great mathematician of the first half of the nineteenth century, it is very useful to have a book analyzing his ideas. Smithie's book helps us understand the technical achievements of Cauchy in founding the theory of complex functions.' The Mathematical Gazette

Review of the hardback: '... new light is thrown on Cauchy's thinking.' L'Enseignment Mathématique

Review of the hardback: '... a unique source not only for the historians of mathematics but to all who are fascinated by the beauty of the complex function theory.' European Mathematical Society

Book Description

Dr Smithies analyses the process whereby Cauchy created one of the most important branch of mathematics discovered in the nineteenth century. It is the first book to make use of the whole spectrum of available original sources, and will be recognised as the authoritative work on the creation of complex function theory.

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Other Popular Editions of the Same Title

9780521068871: Cauchy & Creation Function Theory

Featured Edition

ISBN 10:  0521068878 ISBN 13:  9780521068871
Publisher: Cambridge University Press, 2008
Softcover