T. Zapata

activity

20112024

p

groups acting on pro-

p

trees and 2-generated subgroups of free pro-

p

products with procyclic amalgamations

4 citations · 4 across the 3 of their papers we have counts for

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math.GR2024

Compact $p$ -adic analytic groups in which centralizers are abelian

Luis Mendonça, Thomas S. Weigel, Theo Zapata

Using methods of associative algebras, Lie theory, group cohomology, and modular representation theory, we construct profinite $p$ -adic analytic groups such that the centralizer of…

Compact p-adic analytic groups in which centralizers are abelian

Compact $p$ -adic analytic groups in which centralizers are abelian