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Bounding edge degrees in...
Bounding edge degrees in triangulated 3-manifolds
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Abstract
In this note we prove that every closed orientable 3-manifold has a triangulation in which each edge has degree 4, 5 or 6.
Title
Bounding edge degrees in triangulated 3-manifolds
Creator
McCammond, J.
Brady, N.
Meier, John
Publisher
Proceedings of the American Mathematical Society
Academic Department
Mathematics
Division
Natural Sciences
Organization
Lafayette College
Date Issued
2004
Date Available
2012-02-27T21:10:42Z
Type
Article
Language
English
Keyword
triangulation
3-manifold
branched covering
Bibliographic Citation
Brady, N., J. McCammond, and J. Meier. (2004) "Bounding edge degrees in triangulated 3-manifolds." Proceedings of the American Mathematical Society 132(1): 291-298.
Standard Identifier
Handle
10385/917
DOI
10.1090/S0002-9939-03-06981-8
Permalink
http://hdl.handle.net/10385/917
Rights Statement
In Copyright
Rights Holders
American Mathematical Society
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Meier-ProceedingsoftheAmericanMathematicalSociety-vol132-2004.pdf
Uploaded 2019-10-20
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