Several Complex Variables: v. 7

Sheaf-Theoretical Methods in Complex Analysis

Edited by Hans Grauert - Thomas Peternell - R. Remmert

Several Complex Variables: v. 7

Edited by Hans Grauert, Thomas Peternell, R. Remmert

Publisher: Springer-Verlag Berlin and Heidelberg GmbH & Co. K

Series: Encyclopaedia of Mathematical Sciences

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Format: Hardback

Publication date: 12 July 1994

Usually shipped within: (info) 5 working days

ISBN: 3540562591 ISBN 13: 9783540562597

Several Complex Variables: v. 7

Offers an introduction and a survey of the theory of complex spaces, an important subject in the theory of several complex variables. Written by experts who have developed substantial parts of the field, this book is useful for graduates, researchers in complex analysis, algebraic and differential geometry, and also, mathematical physicists. Top page

Complete description

The first survey of its kind, written by internationally known, outstanding experts who developed substantial parts of the field. The book contains an introduction written by Remmert, describing the history of the subject, and is very useful to graduate students and researchers in complex analysis, algebraic geometry and differential geometry. Top page

General info

Publisher & Imprint: Springer-Verlag Berlin and Heidelberg GmbH & Co. K

City: Berlin

Pages: 380

More info: height 234 mm width 156 mm weight 713 gr thickness 22 mm

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Age recommended: College/higher education

Subject Indexing & Classification Dewey:(DC20) 515.94 Library of Congress Subject: 93032959

Departments: Complex analysis;

Record updated at: 01 May, 2013 time: 00:30

Summary Several Complex Variables: v. 7 Contents: Introduction; I. Local Theory of Complex Spaces by R.Remmert, II. Differential Calculus, Holomorphic Maps and Linear Structures on Complex Spaces by Th.Peternell and R.Remmert; III. Cohomology by Th.Peternell; IV. Seminormal Complex Spaces by G.Dethloff and H.Grauert; V. Pseudoconvexity, the Levi Problem and Vanishing Theorems by Th.Peternell; VI. Theory of q-Convesity and q-Concavity by H.Grauert; VII. Modifications by Th.Peternell; VIII. Cycle Spaces by F.Campana and Th.Peternell; IX. Extensions of Analytic Objects by H.Grauert and R.Remmert; Author Index, Subject Index Top page

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