A pleasant feature of 3 manifolds, in contrast to higher dimensions, is that there J Hempel. 3-Manifolds. Annals of Math Studies Princeton University. 3-Manifolds by John Hempel, , available at Book Depository with free delivery worldwide. This book is about the theory of 3-dimensional manifolds excluding knot theory Hempel’s clear treatment of it is a welcome addition to the literature.
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Later chapters address more advanced topics, including Waldhausen’s theorem on a class of 3-manifolds that is completely determined by its fundamental group. Even though the field has grown tremendously, the book remains one of the best and most popular introductions to the subject. Generalized Functions, Volume 4 I. Customers who bought this item also bought.
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AmazonGlobal Ship Orders Internationally. What this book isn’t: Amazon Advertising Find, attract, and engage customers. The book concludes with a list of problems that were unsolved at the time of publication.
Other books in this series. The essential ideas and techniques are covered in the first part of the book: Jaco’s book complements Hempel by covering this material. The prerequisites are few and are typical of a beginning graduate student. It seems odd that nobody has reviewed this book until now, but undoubtedly this is due to the fame of the book and the fact that the majority of those looking for it have no need for a review; however, a minority may find a review of what this book is and isn’t useful in hem;el decision to buy or not.
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For many years, John Hempel’s book has been a standard text on the topology of 3-manifolds. Foundations of Analysis Edmund Landau. Dispatched from the UK in 2 business days When will my order arrive?
3-manifolds – John Hempel – Google Books
Learn more about Amazon Giveaway. Print Price 3 Label: The book concludes with a list of problems that were unsolved at the time of publication. Learn more about Amazon Prime. Quantum Invariants of Knots and 3-manifolds Vladimir G. This book is great! English Choose a language for manifollds. Top Reviews Hem;el recent Top Reviews. The writing style is very concise and to the point.
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Hempel’s book remains an ideal text to learn about the world of 3-manifolds. This makes it simple to look up a theorem to refresh one’s memory on a sticky detail in a proof. Even though the nanifolds has grown tremendously during that time, the book remains one of the best and most popular introductions to the subject.
AMS :: Hempel: 3-Manifolds
Later hempek address more advanced topics, including Waldhausen’s theorem on a class of 3-manifolds that is completely determined by its fundamental group. The prerequisites are few and are typical of a beginning graduate student.
Please try again later. As an introduction to the material, some passages may be terse, but inevitably after some effort, they can be “decoded” completely, unlike some texts that may be more verbose but can never be entirely deciphered.