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Matthew Brin
Matthew Brin
Professor Emeritus of Mathematics, Binghamton University
Verified email at math.binghamton.edu - Homepage
Title
Cited by
Cited by
Year
Groups of piecewise linear homeomorphisms of the real line
MG Brin, CC Squier
Inventiones mathematicae 79 (3), 485-498, 1985
2941985
Higher dimensional Thompson groups
MG Brin
arXiv preprint math/0406046, 2004
1612004
The chameleon groups of Richards J. Thompson: automorphisms and dynamics
MG Brin
Publications Mathématiques de l'IHÉS 84, 5-33, 1996
1211996
The algebra of strand splitting. I. A braided version of Thompson's group V
MG Brin
Walter de Gruyter 10 (6), 757-788, 2007
1202007
On the Zappa-Szép product
MG Brin
Communications in Algebra® 33 (2), 393-424, 2005
822005
Automorphisms of generalized Thompson groups
MG Brin, F Guzmán
arXiv preprint math/9708202, 1997
731997
Presentations, conjugacy, roots, and centralizers in groups of piecewise linear homeomorphisms of the real line
MG Brin, CC Squier
Taylor & Francis Group 29 (10), 4557-4596, 2001
482001
The ubiquity of Thompson's group F in groups of piecewise linear homeomorphisms of the unit interval
MG Brin
Journal of the London Mathematical Society 60 (2), 449-460, 1999
441999
The algebra of strand splitting II: A presentation for the braid group on one strand
MG Brin
International Journal of Algebra and Computation 16 (01), 203-219, 2006
422006
Elementary amenable subgroups of R. Thompson's group F
MG Brin
International Journal of Algebra and Computation 15 (04), 619-642, 2005
382005
Seifert Fibered Spaces: Notes for a course given in the Spring of 1993
MG Brin
arXiv preprint arXiv:0711.1346, 2007
36*2007
Presentations of higher dimensional Thompson groups
MG Brin
arXiv preprint math/0501082, 2005
322005
Open, irreducible 3-manifolds which are end 1-movable
MG Brin, TL Thickstun
Topology 26 (2), 211-233, 1987
301987
On the baker's map and the simplicity of the higher dimensional Thompson groups nV
MG Brin
Publicacions Matematiques, 433-439, 2010
292010
-Manifolds which Are End -Movable
MG Brin, TL Thickstun
American Mathematical Soc., 1989
291989
Totally peripheral 3-manifolds
M Brin, K Johannson, G Scott
Pacific Journal of Mathematics 118 (1), 37-51, 1985
241985
On the proper Steenrod homotopy groups, and proper embeddings of planes into 3-manifolds
MG Brin, TL Thickstun
Transactions of the American Mathematical Society 289 (2), 737-755, 1985
231985
On the genus of Z3× Z3× Z3
MG Brin, CC Squier
European Journal of Combinatorics 9 (5), 431-443, 1988
181988
The free group of rank 2 is a limit of Thompson’s group
MG Brin
Groups, Geometry, and Dynamics 4 (3), 433-454, 2010
142010
Generalized three-manifolds with zero-dimensional nonmanifold set
M Brin, D McMillan
Pacific Journal of Mathematics 97 (1), 29-58, 1981
141981
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