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Synopsis
Master the basics of topology with BEGINNING TOPOLOGY! Presenting a wide range of topics, exercises, and examples, this mathematics text teaches you about the major ideas and results in the field. Coverage includes combinatorial topology and map coloring, differential and algebraic topology, and knot theory. A wealth of examples and exercises appear throughout each chapter to help you see how what you are learning applies to real life.
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About the Author
Sue Goodman is Professor of Mathematics at the University of North Carolina at Chapel Hill. Her research is in the area of foliations and dynamical systems, particularly on low dimensional manifolds. Dr. Goodman studies the relationship between dynamical and topological properties of the foliations and their ambient manifolds. She is an exceptional teacher. At UNC-CH, Dr. Goodman received the Graduate Math Association Award for graduate teaching in 1978 and the UNC-CH Tanner Award for undergraduate teaching a few years later in 1981. In 1991-94, she held the post of Bowman Gordon Gray Professor in honor of her undergraduate teaching. In March 2003, she received the SE MAA Distinguished College or University Teaching Award.
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- PublisherAmer Mathematical Society
- Publication date2004
- ISBN 10 0534424260
- ISBN 13 9780534424268
- BindingHardcover
- Edition number1
- Number of pages250
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Beginning Topology
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ISBN 13: 9780534424268
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