Last edited by Yolkis
Wednesday, May 6, 2020 | History

9 edition of 3-manifolds found in the catalog.

3-manifolds

by John Hempel

  • 341 Want to read
  • 39 Currently reading

Published by Princeton University Press in Princeton, N.J .
Written in English

    Subjects:
  • Three-manifolds (Topology),
  • Piecewise linear topology.

  • Edition Notes

    Statementby John Hempel.
    SeriesAnnals of mathematics studies ;, no. 86
    Classifications
    LC ClassificationsQA613 .H45 1976
    The Physical Object
    Paginationxii, 195 p. :
    Number of Pages195
    ID Numbers
    Open LibraryOL4876055M
    ISBN 100691081786, 0691081832
    LC Control Number76003027

    Book Download online. Agent-Mediated Knowledge Management: International Symposium AMKM , Stanford, CA, USA, March , , Revised and Invited Papers (Lecture Notes. This book is not meant to be an introduction to either the theory of folia-tions in general, nor to the geometry and topology of 3-manifolds. An excellent reference for the first is [42] and [43]. Some relevant references for the second are [],[], [],and []. Spiral of ideas.

    Find many great new & used options and get the best deals for Graduate Texts in Mathematics: The Arithmetic of Hyperbolic 3-Manifolds by Colin Maclachlan and Alan W. Reid (, Paperback) at the best online prices at eBay! Free shipping for many products!5/5(1). A homotopy equivalence between 3-manifolds will be called exotic if it cannot be deformed into a homeomorphism. It is well-known that such homotopy equivalences exist between 3-manifolds with non-empty boundaries. A theorem is stated in the chapter that can be considered as a classification of exotic homotopy equivalences between 3-manifolds.

    I browsed Hempel's book, 3-manifolds, but a lot of PL topology seems to be assumed. As pointed out when I asked the same question on xchange, it is probably the case for any book on 3-manifods, so a good reference on PL topology as complement would be welcome. Questions tagged [3-manifolds] I've heard you need a good amount of PL topology. I have read Jennifer Schulten's book and found it accessible, but I've heard Hempel is tough. soft-question 3-manifolds textbook-recommendation. asked Jun 9 '19 at James Baxter.


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3-manifolds by John Hempel Download PDF EPUB FB2

For many years, John Hempel's book has been a standard text on the topology of 3-manifolds. Even though the field has grown tremendously during that time, the book remains one of the best and most popular introductions to the subject. The theme of this book is the role of the fundamental group in determining the topology of a given 3-manifold.5/5(2).

Notes on Basic 3-Manifold Topology. Sometime in the 's I started writing a book on 3-manifolds, but got sidetracked on the algebraic topology books described elsewhere on this website. The little that exists of the 3-manifolds book 3-manifolds book below for a table of contents) is rather crude and unpolished, and doesn't cover a lot of material, but.

The book finishes with a discussion of topics relevant to viewing 3-manifolds via the curve complex. With about figures and 3-manifolds book than exercises, 3-manifolds book book can serve as an excellent overview and starting point for the study of by: 9.

3-Manifolds book. Read reviews from world’s largest community for readers. Looks at the role of the fundamental group in determining the topology of a gi /5.

Later chapters have not yet appeared in book form. Please help improve this document by sending to Silvio Levy at [email protected] any useful information such as reports of typos, omissions, and departures from the printed notes that are not purely stylistic references for results attributed without citation.

3-Manifolds. When it's finished, this book will be a modern introduction to 3-manifolds. This is a very big subject, and the book wants to be as short as possible, so there is no hope of being comprehensive (comprehensible is another matter).

Nevertheless, I've tried to be complete and rigorous (if brief) whenever mathematical reality allows. --Mathematical Reviews For many years, John Hempel's book has been a standard text on the topology of 3-manifolds. Even though the field has grown tremendously, the book remains one of the best and most popular introductions to the subject.

The theme of this book is the role of the fundamental group in determining the topology of a given 3. The present book is a mixture of an introductory text book on the geometric-topological theory of 3-manifolds and a guide to some recent developments; it contains a lot of information and is written in a nice and intuitive way which makes it pleasant to read.

The book is divided into three parts. Part I presents a construction of 3-dimensional TQFTs and 2-dimensional modular functors from so-called modular categories. This gives a vast class of knot invariants and 3-manifold invariants as well as a class of linear representations of the mapping class groups of surfaces.

About the book Description Geometric Topology is a foundational component of modern mathematics, involving the study of spacial properties and invariants of familiar objects such as manifolds and complexes. Chapter 2. Special Classes of 3-Manifolds 1.

Seifert Manifolds. Torus Bundles and Semi-Bundles. Chapter 3. Homotopy Properties 1. The Loop and Sphere Theorems. These notes, originally written in the ’s, were intended as the beginning of a book on 3 manifolds, but unfortunately that project has not progressed very far since Size: KB.

For many years, John Hempel's book has been a standard text on the topology of 3-manifolds. Even though the field has grown tremendously, the book remains one of the best and most popular introductions to the subject. The theme of this book is the role of the fundamental group in determining the topology of a given 3-manifold.

THE GEOMETRIES OF 3-MANIFOLDS modelled on any of these. For example2 x S, S1 has universal coverin2 xg U, S which is not homeomorphic t3 oor S U3. (Note that E3 and H3 are each homeomorphic to R3.)However2 x, U S an Sd 2xSi each possesses a very natural metric which is simply the product of the standard Size: 8MB.

In this section, we produce op en book embeddings of closed oriented 3-manifolds in any op en books of S 3 × S 2 and S 2 e × S 3 with pages any disk bundle and mono dromy the identity. Simply Connected 3-Manifolds Edwin Moise Smale's Theory A. Kosinski The Poincaré Conjecture for n ≥ 5 E.

Zeeman On 2-Complexes in 4-Space M. Curtis Construction of Orientable 3-Manifolds John Hempel Construction of Simply Connected 3-Manifolds R. Fox On the Union of Two Solid Tori C. Edwards, Jr.

Pages: scriptions of the Seifert fibered 3–manifolds at hand. It tur ns out that the horizontal open book we construct in this article using a non-standard plumbing description of a Seifert fibered 3-manifold is isomorphic to the horizontal open book constructed in [EO] starting with the non-positive standard plumbing description of thesame manifold.

The influence of Thurston's hyperbolization theorem on the geometry and topology of 3-manifolds has been tremendous. This book presents a complete proof of the hyperbolization theorem for 3-manifolds that fiber over the circle, following the plan of Thurston's original (unpublished) proof, though the double limit theorem is dealt with in a Price: $ Additional Physical Format: Online version: Hempel, John, manifolds.

Princeton, N.J.: Princeton University Press, (OCoLC) Material Type. Get this from a library. Lectures on the Topology of 3-Manifolds: an Introduction to the Casson Invariant. [Nikolai Saveliev] -- This textbook, now in its second revised and extended edition, introduces the topology of 3- and 4-dimensional manifolds.

It also considers new developments especially related to the Heegaard Floer. Donate to arXiv. Please join the Simons Foundation and our generous member organizations in supporting arXiv during our giving campaign September % of your contribution will fund improvements and new initiatives.

This book is aimed at readers already familiar with the basics of hyperbolic 3-manifolds or Kleinian groups, and it is intended to introduce them to the interesting connections with number theory and the tools that will be required to pursue them.Geometrisation of 3-manifolds Laurent Bessi`eres, G´erard Besson, Michel Boileau, Sylvain Maillot, Joan Porti Octo the present book, due to changes in terminology and minor adjustments in state-ments of theorems.

For an .Free Online Library: Geometrisation of 3-manifolds.(Brief article, Book review) by "SciTech Book News"; Publishing industry Library and information science Science and technology, general Books Book reviews.