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James Belk
James Belk
Adresse e-mail validée de glasgow.ac.uk - Page d'accueil
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Thompsons' group F
JM Belk
Cornell University, 2004
1122004
Conjugacy and dynamics in Thompson’s groups
J Belk, F Matucci
Geometriae Dedicata 169 (1), 239-261, 2014
73*2014
Forest diagrams for elements of Thompson's group F
JM Belk, KS Brown
International Journal of Algebra and Computation 15 (05n06), 815-850, 2005
722005
Some undecidability results for asynchronous transducers and the Brin-Thompson group 2𝑉
J Belk, C Bleak
Transactions of the American Mathematical Society 369 (5), 3157-3172, 2017
272017
Rearrangement groups of fractals
J Belk, B Forrest
Transactions of the American Mathematical Society 372 (7), 4509-4552, 2019
262019
Embedding ℚ into a finitely presented group
J Belk, J Hyde, F Matucci
Bulletin of the American Mathematical Society 59 (4), 561-567, 2022
212022
A Thompson group for the basilica
J Belk, B Forrest
Groups, Geometry, and Dynamics 9 (4), 975-1000, 2015
212015
Twisted Brin–Thompson groups
J Belk, MCB Zaremsky
Geometry & Topology 26 (3), 1189-1223, 2022
202022
Thompson’s Group F is Maximally Nonconvex
J Belk, KU Bux
Geometric Methods in Group Theory: AMS Special Session Geometric Group …, 2005
20*2005
Röver's Simple Group Is of Type F Infinity
J Belk, F Matucci
Publicacions Matemàtiques 60 (2), 501-524, 2016
19*2016
Recognizing topological polynomials by lifting trees
J Belk, J Lanier, D Margalit, RR Winarski
Duke Mathematical Journal 171 (17), 3401-3480, 2022
152022
Progress around the Boone-Higman conjecture
J Belk, C Bleak, F Matucci, MCB Zaremsky
arXiv preprint arXiv:2306.16356, 2023
112023
Embedding right-angled Artin groups into Brin–Thompson groups
J Belk, C Bleak, F Matucci
Mathematical Proceedings of the Cambridge Philosophical Society 169 (2), 225-229, 2020
102020
Hyperbolic groups satisfy the Boone-Higman conjecture
J Belk, C Bleak, F Matucci, MCB Zaremsky
arXiv preprint arXiv:2309.06224, 2023
92023
Rational embeddings of hyperbolic groups
J Belk, C Bleak, F Matucci
Journal of Combinatorial Algebra 5 (2), 123-183, 2021
92021
Thompsons’ group F. ProQuest LLC
JM Belk
Ann Arbor, MI, 2004
92004
On the asynchronous rational group
J Belk, J Hyde, F Matucci
Groups, Geometry, and Dynamics 13 (4), 1271-1284, 2019
82019
Iterated monodromy for a two-dimensional map
J Belk, S Koch
In the tradition of Ahlfors-Bers. V 510, 1-11, 2010
72010
Type systems and maximal subgroups of Thompson's group
J Belk, C Bleak, M Quick, R Skipper
arXiv preprint arXiv:2206.12631, 2022
62022
The word problem for finitely presented quandles is undecidable
J Belk, RW McGrail
Logic, Language, Information, and Computation: 22nd International Workshop …, 2015
62015
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