Thomas S. Weigel

collaborators

2 papers

math.GR2025

Presenting the Zassenhaus Lie algebra by the Magnus Lie algebra

Ettore Marmo, David Riley, Thomas Weigel

It is shown that the Zassenhaus restricted $F_{p}$ -Lie algebra of a (pro-p) group G can be presented by the Magnus Lie algebra of G. For the class of (pro-p) groups for which…

math.GR2024

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

Luis MendonÃ§a, 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…

Presenting the Zassenhaus Lie algebra by the Magnus Lie algebra

Compact p-adic analytic groups in which centralizers are abelian

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