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Profinite Groups
Contributor(s): Wilson, John S. (Author)
ISBN: 0198500823     ISBN-13: 9780198500827
Publisher: Clarendon Press
OUR PRICE:   $275.50  
Product Type: Hardcover - Other Formats
Published: January 1999
Qty:
Annotation: Profinite groups are of interest to mathematicians working in a variety of areas, including number theory, abstract groups, and analysis. The underlying theory reflects these diverse influences, with methods drawn from both algebra and topology and with fascinating connections to field theory.
This is the first book to be dedicated solely to the study of general profinite groups. It provides a thorough introduction to the subject, designed not only to convey the basic facts but also to enable readers to enhance their skills in manipulating profinite groups. The first few chapters lay the
foundations and explain the role of profinite groups in number theory. Later chapters explore various aspects of profinite groups in more detail; these contain accessible and lucid accounts of many major theorems. Prerequisites are kept to a minimum with the basic topological theory summarized in an
introductory chapter.
Additional Information
BISAC Categories:
- Mathematics | Number Theory
- Mathematics | Group Theory
- Medical
Dewey: 512.2
LCCN: 99196877
Physical Information: 0.69" H x 6.14" W x 9.21" (1.31 lbs) 296 pages
 
Descriptions, Reviews, Etc.
Publisher Description:
Profinite groups are of interest to mathematicians working in a variety of areas, including number theory, abstract groups, and analysis. The underlying theory reflects these diverse influences, with methods drawn from both algebra and topology and with fascinating connections to field theory.
This is the first book to be dedicated solely to the study of general profinite groups. It provides a thorough introduction to the subject, designed not only to convey the basic facts but also to enable readers to enhance their skills in manipulating profinite groups. The first few chapters lay the
foundations and explain the role of profinite groups in number theory. Later chapters explore various aspects of profinite groups in more detail; these contain accessible and lucid accounts of many major theorems. Prerequisites are kept to a minimum with the basic topological theory summarized in an
introductory chapter.