|
|
|
Torsions of 3-dimensional Manifolds by Turaev, V.G. |
| |||||||||||||||||||||
|
|
|||||||||||||||||||||
| |
Brief Description This text is concerned with one of the most interesting and important topological invariants of 3-dimensional manifolds - the maximal abelian torsion - based on an original idea of Kurt Reidemeister (1935). |
| |
Authors:
click here to promote your work to the Booksconnect community.
By joining Booksconnect you will be able to add or update your profile, reading guides, bookshelves, extracts, blogs, reviews, events, twitter username for twitter feeds and participate in discussions and more. |
| |
Synopsis This text is concerned with one of the most interesting and important topological invariants of 3-dimensional manifolds - the maximal abelian torsion - based on an original idea of Kurt Reidemeister (1935). It contains a systematic exposition of the theory of maximal abelian torsions of 3-manifolds, mainly focusing on topological properties of the torsion. The text also features a detailed description of relations between the torsion and the Alexander-Fox invariants of the fundamental group. |
| |
Related Links - Countrybookshop Bestselling Authors in Real Analysis Marsden, Jerrold E. Rudin, Walter Howie, John M. |
|
|
|
|||||||||||||||||||||||||||||||||||||||||