Jsj Decompositions of Groups
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Author
Publication
2018-01-31 - Societe Mathematique De France
Language
English
Word Count
41,250 words, Guess
Page Count
165 pages
Physical Format
Paperback
Identifiers
- ISBN-102856298702
- ISBN-139782856298701
- OCLC Control Number1022120150
- Better World Books9782856298701
- Open LibraryOL27350290M
Classifications
- LCCQA183.G85 2017
- LCCQA183 .G85 2017
Description
JSJ decompositions of finitely generated groups are a fundamental tool in geometric group theory, encoding all splittings of a group over a given class of subgroups. We give a unified account of this theory with complete proofs and many examples. We introduce a simple and general definition of JSJ decompositions, the natural object being a deformation space of actions on trees, similar to Outer Space. In many cases of interest, this deformation space contains a canonical JSJ tree, which is invariant under automorphisms.
Subjects
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