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Download E-books Geometry I (Universitext) PDF

By Marcel Berger

This is often the 1st a part of the 2-volume textbook "Geometry" which gives a really readable and energetic presentation of huge components of geometry within the classical experience. an enticing attribute of the publication is that it appeals systematically to the reader's instinct and imaginative and prescient, and illustrates the mathematical textual content with many figures. for every subject the writer provides a theorem that's esthetically interesting and simply said - even if the evidence of an identical theorem should be fairly demanding and hid. Many open difficulties and references to trendy literature are given. one more powerful trait of the ebook is that it presents a entire and unified reference resource for the sphere of geometry within the complete breadth of its subfields and ramifications.

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1-5) released via CEDIC and Fernand Nathan, Paris © CEDIC and Fernand Nathan, Paris 1977 picture of the writer: © E. Boubat <> Corrected Fourth Printing 2009 ISBN 978-3-540-11658-5 e-ISBN 978-3-540-93815-6 arithmetic topic class (1991): 51-XX, 52-XX, 53-XX c 1987 Springer-Verlag Berlin Heidelberg This paintings is topic to copyright. All rights are reserved, even if the complete or a part of the cloth is anxious, in particular the rights of translation, reprinting, reuse of illustrations, recitation, broadcasting, copy on microfilm or in the other means, and garage in info banks. Duplication of this booklet or components thereof is authorized in simple terms below the provisions of the German Copyright legislation of September nine, 1965, in its present model, and permission to be used should always be acquired from Springer. Violations are at risk of prosecution lower than the German Copyright legislation. using normal descriptive names, registered names, logos, and so forth. during this book doesn't mean, even within the absence of a particular assertion, that such names are exempt from the appropriate protecting legislation and rules and accordingly loose for common use. hide layout: WMXDesign GmbH, Heidelberg published on acid-free paper 987654321 springer.

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