Hardcover ISBN: | 978-0-8218-4875-3 |
Product Code: | CWORKS/19.2 |
List Price: | $126.00 |
MAA Member Price: | $113.40 |
AMS Member Price: | $100.80 |
Hardcover ISBN: | 978-0-8218-4875-3 |
Product Code: | CWORKS/19.2 |
List Price: | $126.00 |
MAA Member Price: | $113.40 |
AMS Member Price: | $100.80 |
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Book DetailsCollected WorksVolume: 19; 1995; 302 ppMSC: Primary 01; Secondary 53; 55; 57
This volume contains papers of one of the best modern geometers and topologists, John Milnor, on various topics related to the notion of the fundamental group. The volume contains sixteen papers divided into four parts: Knot theory, Free actions on spheres, Torsion, and Three-dimensional manifolds. Each part is preceded by an introduction containing the author's comments on further development of the subject. Although some of the papers were written quite a while ago, they appear more modern than many of today's publications. Milnor's excellent, clear, and laconic style makes the book a real treat.
This volume is highly recommended to a broad mathematical audience, and, in particular, to young mathematicians who will certainly benefit from their acquaintance with Milnor's mode of thinking and writing.
ReadershipGraduate student and research mathematicians interested in algebraic topology.
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This volume contains papers of one of the best modern geometers and topologists, John Milnor, on various topics related to the notion of the fundamental group. The volume contains sixteen papers divided into four parts: Knot theory, Free actions on spheres, Torsion, and Three-dimensional manifolds. Each part is preceded by an introduction containing the author's comments on further development of the subject. Although some of the papers were written quite a while ago, they appear more modern than many of today's publications. Milnor's excellent, clear, and laconic style makes the book a real treat.
This volume is highly recommended to a broad mathematical audience, and, in particular, to young mathematicians who will certainly benefit from their acquaintance with Milnor's mode of thinking and writing.
Graduate student and research mathematicians interested in algebraic topology.