Profinite extensions of centralizers and the profinite completion of limit groups PA Zalesskiĭ, TAD Zapata
Revista Matemática Iberoamericana 36 (1), 61-78, 2019
8 2019 Profinite groups in which centralizers are abelian P Shumyatsky, P Zalesskii, T Zapata
Israel Journal of Mathematics 230, 831-854, 2019
8 2019 Splitting theorems for pro-p groups acting on pro-p trees W Herfort, P Zalesskii, T Zapata
Selecta Mathematica 22 (3), 1245-1268, 2016
5 2016 Grupos pro-finitos limites T Zapata
PhD. thesis. Universidade de Brasília, 2011
4 2011 Splitting theorems for pro- groups acting on pro- trees and 2-generated subgroups of free pro- products with procyclic amalgamations W Herfort, P Zalesskii, T Zapata
arXiv preprint arXiv:1103.2955, 2011
3 2011 Compact -adic analytic groups in which centralizers are abelian L Mendonça, TS Weigel, T Zapata
arXiv preprint arXiv:2411.03880, 2024
2024 MR3518550 Reviewed W Herfort, P Zalesskii, T Zapata
Selecta Math.(NS) 22 (3), 1245-1268, 2016
2016 SPLITTING THEOREMS FOR PRO-p GROUPS ACTING ON PRO-p TREES AND 2-GENERATED PRO-p SUBGROUPS OF FREE PRO-p PRODUCTS WITH PROCYCLIC AMALGAMATIONS W HERFORT, P ZALESSKII, T ZAPATA
2013 Grupos pro-finitos limites TAD Zapata
2012 Formas automórficas e as L-funções de Hecke-Maass e Rankin Selberg TAD Zapata
2006 Dëmushkin Groups TAD Zapata
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