Description

Book Synopsis
Ever since the concepts of Galois groups in algebra and fundamental groups in topology emerged during the nineteenth century, mathematicians have known of the strong analogies between the two concepts. This book presents the connection starting at an elementary level and assuming as little technical background as possible.

Trade Review
"The book is well written and contains much information about the etale fundamental group. There are exercises in every chapter. On the whole, the book is useful for mathematicians and graduate students looking for one place where they can find information about the etale fundamental group and the related Nori fundamental group scheme." Swaminathan Subramanian, Mathematical Reviews

Table of Contents
Foreword; 1. Galois theory of fields; 2. Fundamental groups in topology; 3. Riemann surfaces; 4. Fundamental groups of algebraic curves; 5. Fundamental groups of schemes; 6. Tannakian fundamental groups; Bibliography; Index.

Galois Groups and Fundamental Groups 117

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A Hardback by Tamas Szamuely

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    View other formats and editions of Galois Groups and Fundamental Groups 117 by Tamas Szamuely

    Publisher: Cambridge University Press
    Publication Date: 7/16/2009 12:00:00 AM
    ISBN13: 9780521888509, 978-0521888509
    ISBN10: 0521888506

    Description

    Book Synopsis
    Ever since the concepts of Galois groups in algebra and fundamental groups in topology emerged during the nineteenth century, mathematicians have known of the strong analogies between the two concepts. This book presents the connection starting at an elementary level and assuming as little technical background as possible.

    Trade Review
    "The book is well written and contains much information about the etale fundamental group. There are exercises in every chapter. On the whole, the book is useful for mathematicians and graduate students looking for one place where they can find information about the etale fundamental group and the related Nori fundamental group scheme." Swaminathan Subramanian, Mathematical Reviews

    Table of Contents
    Foreword; 1. Galois theory of fields; 2. Fundamental groups in topology; 3. Riemann surfaces; 4. Fundamental groups of algebraic curves; 5. Fundamental groups of schemes; 6. Tannakian fundamental groups; Bibliography; Index.

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