Semisimple torsion in groups of finite Morley rank

Journal of Mathematical Logic 9 (2):183-200 (2009)
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Abstract

We prove several results about groups of finite Morley rank without unipotent p-torsion: p-torsion always occurs inside tori, Sylow p-subgroups are conjugate, and p is not the minimal prime divisor of our approximation to the "Weyl group". These results are quickly finding extensive applications within the classification project.

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Citations of this work

Groups of Morley Rank 4.Joshua Wiscons - 2016 - Journal of Symbolic Logic 81 (1):65-79.
Simple groups of Morley rank 5 are bad.Adrien Deloro & Joshua Wiscons - 2018 - Journal of Symbolic Logic 83 (3):1217-1228.
A generation theorem for groups of finite Morley rank.Jeffrey Burdges & Gregory Cherlin - 2008 - Journal of Mathematical Logic 8 (2):163-195.
Rank 3 bingo.Alexandre Borovik & Adrien Deloro - 2016 - Journal of Symbolic Logic 81 (4):1451-1480.

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References found in this work

A generation theorem for groups of finite Morley rank.Jeffrey Burdges & Gregory Cherlin - 2008 - Journal of Mathematical Logic 8 (2):163-195.

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